Package evaluation to load NonlinearEigenproblems on Julia 1.14.0-DEV.2226 (797a5ef2b0*) started at 2026-05-24T01:09:10.013 ################################################################################ # Set-up # Set-up completed after 0.11s ################################################################################ # Installation # Installing NonlinearEigenproblems... Resolving package versions... Installed RecipesBase ──────────── v1.3.4 Installed Reexport ─────────────── v1.2.2 Installed OpenSpecFun_jll ──────── v0.5.6+0 Installed Statistics ───────────── v1.11.1 Installed IterativeSolvers ─────── v0.9.4 Installed SpecialFunctions ─────── v2.7.2 Installed Preferences ──────────── v1.5.2 Installed PrecompileTools ──────── v1.3.4 Installed LogExpFunctions ──────── v0.3.29 Installed DocStringExtensions ──── v0.9.5 Installed ArnoldiMethod ────────── v0.2.0 Installed IrrationalConstants ──── v0.2.6 Installed StaticArraysCore ─────── v1.4.4 Installed LinearMaps ───────────── v3.11.4 Installed StaticArrays ─────────── v1.9.18 Installed JLLWrappers ──────────── v1.8.0 Installed NonlinearEigenproblems ─ v1.1.1 Installing 1 artifacts Installed artifact OpenSpecFun 194.9 KiB Updating `~/.julia/environments/v1.14/Project.toml` [067cfa3b] + NonlinearEigenproblems v1.1.1 Updating `~/.julia/environments/v1.14/Manifest.toml` ⌅ [ec485272] + ArnoldiMethod v0.2.0 [ffbed154] + DocStringExtensions v0.9.5 [92d709cd] + IrrationalConstants v0.2.6 [42fd0dbc] + IterativeSolvers v0.9.4 [692b3bcd] + JLLWrappers v1.8.0 [7a12625a] + LinearMaps v3.11.4 [2ab3a3ac] + LogExpFunctions v0.3.29 [067cfa3b] + NonlinearEigenproblems v1.1.1 [aea7be01] + PrecompileTools v1.3.4 [21216c6a] + Preferences v1.5.2 [3cdcf5f2] + RecipesBase v1.3.4 [189a3867] + Reexport v1.2.2 [276daf66] + SpecialFunctions v2.7.2 [90137ffa] + StaticArrays v1.9.18 [1e83bf80] + StaticArraysCore v1.4.4 [10745b16] + Statistics v1.11.1 [efe28fd5] + OpenSpecFun_jll v0.5.6+0 [56f22d72] + Artifacts v1.11.0 [2a0f44e3] + Base64 v1.11.0 [ade2ca70] + Dates v1.11.0 [8ba89e20] + Distributed v1.11.0 [b77e0a4c] + InteractiveUtils v1.11.0 [ac6e5ff7] + JuliaSyntaxHighlighting v1.13.0 [8f399da3] + Libdl v1.11.0 [37e2e46d] + LinearAlgebra v1.13.0 [d6f4376e] + Markdown v1.11.0 [de0858da] + Printf v1.11.0 [9a3f8284] + Random v1.11.0 [ea8e919c] + SHA v1.13.0 [9e88b42a] + Serialization v1.11.0 [6462fe0b] + Sockets v1.11.0 [2f01184e] + SparseArrays v1.13.0 [f489334b] + StyledStrings v1.13.0 [4607b0f0] + SuiteSparse [fa267f1f] + TOML v1.0.3 [4ec0a83e] + Unicode v1.11.0 [e66e0078] + CompilerSupportLibraries_jll v1.5.1+0 [4536629a] + OpenBLAS_jll v0.3.33+0 [05823500] + OpenLibm_jll v0.8.7+0 [bea87d4a] + SuiteSparse_jll v7.10.1+0 [8e850b90] + libblastrampoline_jll v5.15.0+0 Info Packages marked with ⌅ have new versions available but compatibility constraints restrict them from upgrading. To see why use `status --outdated -m` Installation completed after 11.99s ################################################################################ # Precompilation # Precompiling PkgEval dependencies... Project No packages added to or removed from `~/.julia/environments/pkgeval/Project.toml` Manifest No packages added to or removed from `~/.julia/environments/pkgeval/Manifest.toml` Precompiling package dependencies... Precompiling project... 0.8 s ✓ StaticArraysCore 0.5 s ✓ Reexport 43.3 s ✓ LinearMaps 1.1 s ✓ DocStringExtensions 1.0 s ✓ Statistics 2.4 s ✓ IrrationalConstants 2.4 s ✓ Preferences 76.3 s ✓ LinearMaps → LinearMapsSparseArraysExt 40.3 s ✓ Statistics → SparseArraysExt 37.2 s ✓ LinearMaps → LinearMapsStatisticsExt 1.6 s ✓ LogExpFunctions 2.6 s ✓ JLLWrappers 2.3 s ✓ PrecompileTools 2.8 s ✓ OpenSpecFun_jll 4.0 s ✓ RecipesBase 305.0 s ✓ StaticArrays 78.5 s ✓ SpecialFunctions 41.2 s ✓ IterativeSolvers 35.3 s ✓ StaticArrays → StaticArraysStatisticsExt 38.0 s ✓ ArnoldiMethod ┌ Info: JuliaLowering threw given input: │ code = │ :(#= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:3 =# Core.@doc "Discretize the polygon given by the (complex) entries of Z.\n\n# Arguments\n- `z`: Polygon vertices given as complex values. Pass an empty array for the unit disk.\n Pass a single value for a disk centered at that value. Pass two values for Chebyshev points.\n- `include_interior_points`: Whether to return interior points.\n- `npts`: Number of boundary points to return.\n- `nptsint`: Minimum number of interior points (more than this may be returned).\n\n# Return values\n- `boundary_points`: Boundary points (`npts` of these), followed by the input\n polygon vertices, with an additional final vertex equal to the first vertex.\n- `interior_points`: Interior points, if specified to be returned, otherwise an\n empty vector. If specified, there will be at least `nptsint` of these.\n" function discretizepolygon(z::Vector{CT} = [], include_interior_points::Bool = false, npts::Int = 10000, nptsint::Int = 5) where CT <: Complex{<:Real} │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:19 =# │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:25 =# │ if isempty(z) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:26 =# │ z = [CT(0)] │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:29 =# │ if length(z) == 1 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:30 =# │ zz = z[1] .+ cis.((2 * pi * (1:npts)) / npts) │ elseif #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:31 =# length(z) == 2 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:32 =# │ zz = ((z[2] - z[1]) / 2) * (cos.((pi * (npts - 1:-1:0)) / (npts - 1)) .+ 1) .+ z[1] │ else │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:34 =# │ z = [z[:]; z[1]] │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:35 =# │ L = sum(abs.(diff(z))) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:38 =# │ ind = 1 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:39 =# │ alph = 0.0 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:40 =# │ zz = [z[ind]] │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:41 =# │ remL = L / npts │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:42 =# │ while length(zz) < npts │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:43 =# │ d = abs(z[ind + 1] - z[ind]) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:44 =# │ if (1 - alph) * d < remL │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:45 =# │ ind += 1 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:46 =# │ remL -= (1 - alph) * d │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:47 =# │ alph = 0.0 │ else │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:49 =# │ alph += remL / d │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:50 =# │ remL = L / npts │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:51 =# │ push!(zz, z[ind] + alph * (z[ind + 1] - z[ind])) │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:53 =# │ end │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:56 =# │ append!(zz, z) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:58 =# │ Z = Vector{CT}() │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:59 =# │ if include_interior_points │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:60 =# │ if length(z) == 2 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:61 =# │ xnr = 2nptsint │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:62 =# │ if xnr & 1 == 0 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:62 =# │ xnr += 1 │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:63 =# │ xpts = range(z[1], stop = z[2], length = xnr) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:64 =# │ Z = collect(xpts[2:2:var"end"]) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:65 =# │ return (zz, Z) │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:68 =# │ points = if length(z) == 1 │ zz │ else │ z │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:69 =# │ realz = real(points) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:70 =# │ imagz = imag(points) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:71 =# │ (real_min, real_max) = extrema(realz) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:72 =# │ (imag_min, imag_max) = extrema(imagz) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:74 =# │ iter = 0 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:75 =# │ spacing = ((real_max - real_min) / 2.0001) / sqrt(nptsint) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:76 =# │ while length(Z) < nptsint │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:77 =# │ iter += 1 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:78 =# │ if iter > 10 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:79 =# │ error("Failed to find interior polygon points. Polygon too narrow? (Note that intervals should be given by their two endpoints only.)") │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:82 =# │ xnr = trunc(Int, (real_max - real_min) / (2spacing)) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:83 =# │ ynr = trunc(Int, (imag_max - imag_min) / (2spacing)) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:84 =# │ spacing /= sqrt(sqrt(2)) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:85 =# │ if xnr <= 1 || ynr <= 1 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:86 =# │ continue │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:89 =# │ xpts = range(real_min, stop = real_max, length = xnr) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:90 =# │ xpts = xpts[2:2:var"end"] │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:92 =# │ ypts = range(imag_min - eps(), stop = imag_max + eps(), length = ynr) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:93 =# │ ypts = ypts[2:2:var"end"] │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:95 =# │ Z = [x + y * im for x = xpts for y = ypts]::Vector{CT} │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:96 =# │ Z = filter((p->begin │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:96 =# │ inpolygon(real(p), imag(p), realz, imagz) │ end), Z) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:97 =# │ end │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:100 =# │ return (zz, Z) │ end) │ st0 = │ SyntaxTree with attributes mod,kind,var_id,toplevel_pure,scope_type,macro_source,name_val,syntax_flags,meta,scope_layer,value,jl_source,is_toplevel_thunk,source,__macro_ctx__ │ [macrocall] │ │ @doc :: Identifier │ mod │ :(#= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:3 =#) :: Value │ │ "Discretize the polygon given by the (complex) entries of Z.\n\n# Arguments\n- `z`: Polygon vertices given as complex values. Pass an empty array for the unit disk.\n Pass a single value for a disk centered at that value. Pass two values for Chebyshev points.\n- `include_interior_points`: Whether to return interior points.\n- `npts`: Number of boundary points to return.\n- `nptsint`: Minimum number of interior points (more than this may be returned).\n\n# Return values\n- `boundary_points`: Boundary points (`npts` of these), followed by the input\n polygon vertices, with an additional final vertex equal to the first vertex.\n- `interior_points`: Interior points, if specified to be returned, otherwise an\n empty vector. If specified, there will be at least `nptsint` of these.\n" :: Value │ │ [function] │ │ [where] │ │ [call] │ │ discretizepolygon :: Identifier │ │ [kw] │ │ [::] │ │ z :: Identifier │ │ [curly] │ │ Vector :: Identifier │ │ CT :: Identifier │ │ [vect] │ │ [kw] │ │ [::] │ │ include_interior_points :: Identifier │ │ Bool :: Identifier │ │ false :: Value │ │ [kw] │ │ [::] │ │ npts :: Identifier │ │ Int :: Identifier │ │ 10000 :: Value │ │ [kw] │ │ [::] │ │ nptsint :: Identifier │ │ Int :: Identifier │ │ 5 :: Value │ │ [<:] │ │ CT :: Identifier │ │ [curly] │ │ Complex :: Identifier │ │ [<:] │ │ Real :: Identifier │ │ [block] │ │ [if] │ │ [call] │ │ isempty :: Identifier │ │ z :: Identifier │ │ [block] │ │ [=] │ │ z :: Identifier │ │ [vect] │ │ [call] │ │ CT :: Identifier │ │ 0 :: Value │ │ [if] │ │ [call] │ │ == :: Identifier │ │ [call] │ │ length :: Identifier │ │ z :: Identifier │ │ 1 :: Value │ │ [block] │ │ [=] │ │ zz :: Identifier │ │ [call] │ │ .+ :: Identifier │ │ [ref] │ │ z :: Identifier │ │ 1 :: Value │ │ [.] │ │ cis :: Identifier │ │ [tuple] │ │ [call] │ │ / :: Identifier │ │ [call] │ │ * :: Identifier │ │ 2 :: Value │ │ pi :: Identifier │ │ [call] │ │ : :: Identifier │ │ 1 :: Value │ │ npts :: Identifier │ │ npts :: Identifier │ │ [elseif] │ │ [block] │ │ [call] │ │ == :: Identifier │ │ [call] │ │ length :: Identifier │ │ z :: Identifier │ │ 2 :: Value │ │ [block] │ │ [=] │ │ zz :: Identifier │ │ [call] │ │ .+ :: Identifier │ │ [call] │ │ * :: Identifier │ │ [call] │ │ / :: Identifier │ │ [call] │ │ - :: Identifier │ │ [ref] │ │ z :: Identifier │ │ 2 :: Value │ │ [ref] │ │ z :: Identifier │ │ 1 :: Value │ │ 2 :: Value │ │ [call] │ │ .+ :: Identifier │ │ [.] │ │ cos :: Identifier │ │ [tuple] │ │ [call] │ │ / :: Identifier │ │ [call] │ │ * :: Identifier │ │ pi :: Identifier │ │ [call] │ │ : :: Identifier │ │ [call] │ │ - :: Identifier │ │ npts :: Identifier │ │ 1 :: Value │ │ -1 :: Value │ │ 0 :: Value │ │ [call] │ │ - :: Identifier │ │ npts :: Identifier │ │ 1 :: Value │ │ 1 :: Value │ │ [ref] │ │ z :: Identifier │ │ 1 :: Value │ │ [block] │ │ [=] │ │ z :: Identifier │ │ [vcat] │ │ [ref] │ │ z :: Identifier │ │ : :: Identifier │ │ [ref] │ │ z :: Identifier │ │ 1 :: Value │ │ [=] │ │ L :: Identifier │ │ [call] │ │ sum :: Identifier │ │ [.] │ │ abs :: Identifier │ │ [tuple] │ │ [call] │ │ diff :: Identifier │ │ z :: Identifier │ │ [=] │ │ ind :: Identifier │ │ 1 :: Value │ │ [=] │ │ alph :: Identifier │ │ 0.0 :: Value │ │ [=] │ │ zz :: Identifier │ │ [vect] │ │ [ref] │ │ z :: Identifier │ │ ind :: Identifier │ │ [=] │ │ remL :: Identifier │ │ [call] │ │ / :: Identifier │ │ L :: Identifier │ │ npts :: Identifier │ │ [while] │ │ [call] │ │ < :: Identifier │ │ [call] │ │ length :: Identifier │ │ zz :: Identifier │ │ npts :: Identifier │ │ [block] │ │ [=] │ │ d :: Identifier │ │ [call] │ │ abs :: Identifier │ │ [call] │ │ - :: Identifier │ │ [ref] │ │ z :: Identifier │ │ [call] │ │ + :: Identifier │ │ ind :: Identifier │ │ 1 :: Value │ │ [ref] │ │ z :: Identifier │ │ ind :: Identifier │ │ [if] │ │ [call] │ │ < :: Identifier │ │ [call] │ │ * :: Identifier │ │ [call] │ │ - :: Identifier │ │ 1 :: Value │ │ alph :: Identifier │ │ d :: Identifier │ │ remL :: Identifier │ │ [block] │ │ [unknown_head] │ │ ind :: Identifier │ │ 1 :: Value │ │ [unknown_head] │ │ remL :: Identifier │ │ [call] │ │ * :: Identifier │ │ [call] │ │ - :: Identifier │ │ 1 :: Value │ │ alph :: Identifier │ │ d :: Identifier │ │ [=] │ │ alph :: Identifier │ │ 0.0 :: Value │ │ [block] │ │ [unknown_head] │ │ alph :: Identifier │ │ [call] │ │ / :: Identifier │ │ remL :: Identifier │ │ d :: Identifier │ │ [=] │ │ remL :: Identifier │ │ [call] │ │ / :: Identifier │ │ L :: Identifier │ │ npts :: Identifier │ │ [call] │ │ push! :: Identifier │ │ zz :: Identifier │ │ [call] │ │ + :: Identifier │ │ [ref] │ │ z :: Identifier │ │ ind :: Identifier │ │ [call] │ │ * :: Identifier │ │ alph :: Identifier │ │ [call] │ │ - :: Identifier │ │ [ref] │ │ z :: Identifier │ │ [call] │ │ + :: Identifier │ │ ind :: Identifier │ │ 1 :: Value │ │ [ref] │ │ z :: Identifier │ │ ind :: Identifier │ │ [call] │ │ append! :: Identifier │ │ zz :: Identifier │ │ z :: Identifier │ │ [=] │ │ Z :: Identifier │ │ [call] │ │ [curly] │ │ Vector :: Identifier │ │ CT :: Identifier │ │ [if] │ │ include_interior_points :: Identifier │ │ [block] │ │ [if] │ │ [call] │ │ == :: Identifier │ │ [call] │ │ length :: Identifier │ │ z :: Identifier │ │ 2 :: Value │ │ [block] │ │ [=] │ │ xnr :: Identifier │ │ [call] │ │ * :: Identifier │ │ 2 :: Value │ │ nptsint :: Identifier │ │ [if] │ │ [call] │ │ == :: Identifier │ │ [call] │ │ & :: Identifier │ │ xnr :: Identifier │ │ 1 :: Value │ │ 0 :: Value │ │ [block] │ │ [unknown_head] │ │ xnr :: Identifier │ │ 1 :: Value │ │ [=] │ │ xpts :: Identifier │ │ [call] │ │ range :: Identifier │ │ [ref] │ │ z :: Identifier │ │ 1 :: Value │ │ [kw] │ │ stop :: Identifier │ │ [ref] │ │ z :: Identifier │ │ 2 :: Value │ │ [kw] │ │ length :: Identifier │ │ xnr :: Identifier │ │ [=] │ │ Z :: Identifier │ │ [call] │ │ collect :: Identifier │ │ [ref] │ │ xpts :: Identifier │ │ [call] │ │ : :: Identifier │ │ 2 :: Value │ │ 2 :: Value │ │ end :: Identifier │ │ [return] │ │ [tuple] │ │ zz :: Identifier │ │ Z :: Identifier │ │ [=] │ │ points :: Identifier │ │ [if] │ │ [call] │ │ == :: Identifier │ │ [call] │ │ length :: Identifier │ │ z :: Identifier │ │ 1 :: Value │ │ zz :: Identifier │ │ z :: Identifier │ │ [=] │ │ realz :: Identifier │ │ [call] │ │ real :: Identifier │ │ points :: Identifier │ │ [=] │ │ imagz :: Identifier │ │ [call] │ │ imag :: Identifier │ │ points :: Identifier │ │ [=] │ │ [tuple] │ │ real_min :: Identifier │ │ real_max :: Identifier │ │ [call] │ │ extrema :: Identifier │ │ realz :: Identifier │ │ [=] │ │ [tuple] │ │ imag_min :: Identifier │ │ imag_max :: Identifier │ │ [call] │ │ extrema :: Identifier │ │ imagz :: Identifier │ │ [=] │ │ iter :: Identifier │ │ 0 :: Value │ │ [=] │ │ spacing :: Identifier │ │ [call] │ │ / :: Identifier │ │ [call] │ │ / :: Identifier │ │ [call] │ │ - :: Identifier │ │ real_max :: Identifier │ │ real_min :: Identifier │ │ 2.0001 :: Value │ │ [call] │ │ sqrt :: Identifier │ │ nptsint :: Identifier │ │ [while] │ │ [call] │ │ < :: Identifier │ │ [call] │ │ length :: Identifier │ │ Z :: Identifier │ │ nptsint :: Identifier │ │ [block] │ │ [unknown_head] │ │ iter :: Identifier │ │ 1 :: Value │ │ [if] │ │ [call] │ │ > :: Identifier │ │ iter :: Identifier │ │ 10 :: Value │ │ [block] │ │ [call] │ │ error :: Identifier │ │ "Failed to find interior polygon points. Polygon too narrow? (Note that intervals should be given by their two endpoints only.)" :: Value │ │ [=] │ │ xnr :: Identifier │ │ [call] │ │ trunc :: Identifier │ │ Int :: Identifier │ │ [call] │ │ / :: Identifier │ │ [call] │ │ - :: Identifier │ │ real_max :: Identifier │ │ real_min :: Identifier │ │ [call] │ │ * :: Identifier │ │ 2 :: Value │ │ spacing :: Identifier │ │ [=] │ │ ynr :: Identifier │ │ [call] │ │ trunc :: Identifier │ │ Int :: Identifier │ │ [call] │ │ / :: Identifier │ │ [call] │ │ - :: Identifier │ │ imag_max :: Identifier │ │ imag_min :: Identifier │ │ [call] │ │ * :: Identifier │ │ 2 :: Value │ │ spacing :: Identifier │ │ [unknown_head] │ │ spacing :: Identifier │ │ [call] │ │ sqrt :: Identifier │ │ [call] │ │ sqrt :: Identifier │ │ 2 :: Value │ │ [if] │ │ [||] │ │ [call] │ │ <= :: Identifier │ │ xnr :: Identifier │ │ 1 :: Value │ │ [call] │ │ <= :: Identifier │ │ ynr :: Identifier │ │ 1 :: Value │ │ [block] │ │ [continue] │ │ [=] │ │ xpts :: Identifier │ │ [call] │ │ range :: Identifier │ │ real_min :: Identifier │ │ [kw] │ │ stop :: Identifier │ │ real_max :: Identifier │ │ [kw] │ │ length :: Identifier │ │ xnr :: Identifier │ │ [=] │ │ xpts :: Identifier │ │ [ref] │ │ xpts :: Identifier │ │ [call] │ │ : :: Identifier │ │ 2 :: Value │ │ 2 :: Value │ │ end :: Identifier │ │ [=] │ │ ypts :: Identifier │ │ [call] │ │ range :: Identifier │ │ [call] │ │ - :: Identifier │ │ imag_min :: Identifier │ │ [call] │ │ eps :: Identifier │ │ [kw] │ │ stop :: Identifier │ │ [call] │ │ + :: Identifier │ │ imag_max :: Identifier │ │ [call] │ │ eps :: Identifier │ │ [kw] │ │ length :: Identifier │ │ ynr :: Identifier │ │ [=] │ │ ypts :: Identifier │ │ [ref] │ │ ypts :: Identifier │ │ [call] │ │ : :: Identifier │ │ 2 :: Value │ │ 2 :: Value │ │ end :: Identifier │ │ [=] │ │ Z :: Identifier │ │ [::] │ │ [comprehension] │ │ [flatten] │ │ [generator] │ │ [generator] │ │ [call] │ │ + :: Identifier │ │ x :: Identifier │ │ [call] │ │ * :: Identifier │ │ y :: Identifier │ │ im :: Identifier │ │ [=] │ │ y :: Identifier │ │ ypts :: Identifier │ │ [=] │ │ x :: Identifier │ │ xpts :: Identifier │ │ [curly] │ │ Vector :: Identifier │ │ CT :: Identifier │ │ [=] │ │ Z :: Identifier │ │ [call] │ │ filter :: Identifier │ │ [->] │ │ p :: Identifier │ │ [block] │ │ [call] │ │ inpolygon :: Identifier │ │ [call] │ │ real :: Identifier │ │ p :: Identifier │ │ [call] │ │ imag :: Identifier │ │ p :: Identifier │ │ realz :: Identifier │ │ imagz :: Identifier │ │ Z :: Identifier │ │ [return] │ │ [tuple] │ │ zz :: Identifier │ │ Z :: Identifier │ │ │ st1 = │ SyntaxTree with attributes mod,kind,var_id,toplevel_pure,scope_type,macro_source,name_val,syntax_flags,meta,scope_layer,value,jl_source,is_toplevel_thunk,source │ [block] │ │ [=] │ │ val :: Identifier │ scope_layer=3 │ [function] │ │ [where] │ │ [call] │ │ discretizepolygon :: Identifier │ scope_layer=1 │ [kw] │ │ [::] │ │ z :: Identifier │ scope_layer=1 │ [curly] │ │ Vector :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ [vect] │ macro_source=535 │ [kw] │ │ [::] │ │ include_interior_points :: Identifier │ scope_layer=1 │ Bool :: Identifier │ scope_layer=1 │ false :: Value │ macro_source=535 │ [kw] │ │ [::] │ │ npts :: Identifier │ scope_layer=1 │ Int :: Identifier │ scope_layer=1 │ 10000 :: Value │ macro_source=535 │ [kw] │ │ [::] │ │ nptsint :: Identifier │ scope_layer=1 │ Int :: Identifier │ scope_layer=1 │ 5 :: Value │ macro_source=535 │ [<:] │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ [curly] │ │ Complex :: Identifier │ scope_layer=1 │ [<:] │ scope_layer=1 │ Real :: Identifier │ scope_layer=1 │ [block] │ │ [if] │ │ [call] │ │ isempty :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ [block] │ │ [=] │ │ z :: Identifier │ scope_layer=1 │ [vect] │ │ [call] │ │ CT :: Identifier │ scope_layer=1 │ 0 :: Value │ macro_source=535 │ [if] │ │ [call] │ │ == :: Identifier │ scope_layer=1 │ [call] │ │ length :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [block] │ │ [=] │ │ zz :: Identifier │ scope_layer=1 │ [call] │ │ .+ :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [.] │ │ cis :: Identifier │ scope_layer=1 │ [tuple] │ │ [call] │ │ / :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ pi :: Identifier │ scope_layer=1 │ [call] │ │ : :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ npts :: Identifier │ scope_layer=1 │ npts :: Identifier │ scope_layer=1 │ [elseif] │ │ [block] │ │ [call] │ │ == :: Identifier │ scope_layer=1 │ [call] │ │ length :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ [block] │ │ [=] │ │ zz :: Identifier │ scope_layer=1 │ [call] │ │ .+ :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ 2 :: Value │ macro_source=535 │ [call] │ │ .+ :: Identifier │ scope_layer=1 │ [.] │ │ cos :: Identifier │ scope_layer=1 │ [tuple] │ │ [call] │ │ / :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ pi :: Identifier │ scope_layer=1 │ [call] │ │ : :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ npts :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ -1 :: Value │ macro_source=535 │ 0 :: Value │ macro_source=535 │ [call] │ │ - :: Identifier │ scope_layer=1 │ npts :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ 1 :: Value │ macro_source=535 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [block] │ │ [=] │ │ z :: Identifier │ scope_layer=1 │ [vcat] │ │ [ref] │ │ z :: Identifier │ scope_layer=1 │ : :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [=] │ │ L :: Identifier │ scope_layer=1 │ [call] │ │ sum :: Identifier │ scope_layer=1 │ [.] │ │ abs :: Identifier │ scope_layer=1 │ [tuple] │ │ [call] │ │ diff :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ [=] │ │ ind :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [=] │ │ alph :: Identifier │ scope_layer=1 │ 0.0 :: Value │ macro_source=535 │ [=] │ │ zz :: Identifier │ scope_layer=1 │ [vect] │ │ [ref] │ │ z :: Identifier │ scope_layer=1 │ ind :: Identifier │ scope_layer=1 │ [=] │ │ remL :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ L :: Identifier │ scope_layer=1 │ npts :: Identifier │ scope_layer=1 │ [while] │ │ [call] │ │ < :: Identifier │ scope_layer=1 │ [call] │ │ length :: Identifier │ scope_layer=1 │ zz :: Identifier │ scope_layer=1 │ npts :: Identifier │ scope_layer=1 │ [block] │ │ [=] │ │ d :: Identifier │ scope_layer=1 │ [call] │ │ abs :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ [call] │ │ + :: Identifier │ scope_layer=1 │ ind :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ ind :: Identifier │ scope_layer=1 │ [if] │ │ [call] │ │ < :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ alph :: Identifier │ scope_layer=1 │ d :: Identifier │ scope_layer=1 │ remL :: Identifier │ scope_layer=1 │ [block] │ │ [unknown_head] │ scope_layer=1 │ ind :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [unknown_head] │ scope_layer=1 │ remL :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ alph :: Identifier │ scope_layer=1 │ d :: Identifier │ scope_layer=1 │ [=] │ │ alph :: Identifier │ scope_layer=1 │ 0.0 :: Value │ macro_source=535 │ [block] │ │ [unknown_head] │ scope_layer=1 │ alph :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ remL :: Identifier │ scope_layer=1 │ d :: Identifier │ scope_layer=1 │ [=] │ │ remL :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ L :: Identifier │ scope_layer=1 │ npts :: Identifier │ scope_layer=1 │ [call] │ │ push! :: Identifier │ scope_layer=1 │ zz :: Identifier │ scope_layer=1 │ [call] │ │ + :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ ind :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ alph :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ [call] │ │ + :: Identifier │ scope_layer=1 │ ind :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ ind :: Identifier │ scope_layer=1 │ [call] │ │ append! :: Identifier │ scope_layer=1 │ zz :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ [=] │ │ Z :: Identifier │ scope_layer=1 │ [call] │ │ [curly] │ │ Vector :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ [if] │ │ include_interior_points :: Identifier │ scope_layer=1 │ [block] │ │ [if] │ │ [call] │ │ == :: Identifier │ scope_layer=1 │ [call] │ │ length :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ [block] │ │ [=] │ │ xnr :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ nptsint :: Identifier │ scope_layer=1 │ [if] │ │ [call] │ │ == :: Identifier │ scope_layer=1 │ [call] │ │ & :: Identifier │ scope_layer=1 │ xnr :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ 0 :: Value │ macro_source=535 │ [block] │ │ [unknown_head] │ scope_layer=1 │ xnr :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [=] │ │ xpts :: Identifier │ scope_layer=1 │ [call] │ │ range :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [kw] │ │ stop :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ [kw] │ │ length :: Identifier │ scope_layer=1 │ xnr :: Identifier │ scope_layer=1 │ [=] │ │ Z :: Identifier │ scope_layer=1 │ [call] │ │ collect :: Identifier │ scope_layer=1 │ [ref] │ │ xpts :: Identifier │ scope_layer=1 │ [call] │ │ : :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ 2 :: Value │ macro_source=535 │ end :: Identifier │ scope_layer=1 │ [return] │ │ [tuple] │ │ zz :: Identifier │ scope_layer=1 │ Z :: Identifier │ scope_layer=1 │ [=] │ │ points :: Identifier │ scope_layer=1 │ [if] │ │ [call] │ │ == :: Identifier │ scope_layer=1 │ [call] │ │ length :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ zz :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ [=] │ │ realz :: Identifier │ scope_layer=1 │ [call] │ │ real :: Identifier │ scope_layer=1 │ points :: Identifier │ scope_layer=1 │ [=] │ │ imagz :: Identifier │ scope_layer=1 │ [call] │ │ imag :: Identifier │ scope_layer=1 │ points :: Identifier │ scope_layer=1 │ [=] │ │ [tuple] │ │ real_min :: Identifier │ scope_layer=1 │ real_max :: Identifier │ scope_layer=1 │ [call] │ │ extrema :: Identifier │ scope_layer=1 │ realz :: Identifier │ scope_layer=1 │ [=] │ │ [tuple] │ │ imag_min :: Identifier │ scope_layer=1 │ imag_max :: Identifier │ scope_layer=1 │ [call] │ │ extrema :: Identifier │ scope_layer=1 │ imagz :: Identifier │ scope_layer=1 │ [=] │ │ iter :: Identifier │ scope_layer=1 │ 0 :: Value │ macro_source=535 │ [=] │ │ spacing :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ real_max :: Identifier │ scope_layer=1 │ real_min :: Identifier │ scope_layer=1 │ 2.0001 :: Value │ macro_source=535 │ [call] │ │ sqrt :: Identifier │ scope_layer=1 │ nptsint :: Identifier │ scope_layer=1 │ [while] │ │ [call] │ │ < :: Identifier │ scope_layer=1 │ [call] │ │ length :: Identifier │ scope_layer=1 │ Z :: Identifier │ scope_layer=1 │ nptsint :: Identifier │ scope_layer=1 │ [block] │ │ [unknown_head] │ scope_layer=1 │ iter :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [if] │ │ [call] │ │ > :: Identifier │ scope_layer=1 │ iter :: Identifier │ scope_layer=1 │ 10 :: Value │ macro_source=535 │ [block] │ │ [call] │ │ error :: Identifier │ scope_layer=1 │ "Failed to find interior polygon points. Polygon too narrow? (Note that intervals should be given by their two endpoints only.)" :: Value │ macro_source=535 │ [=] │ │ xnr :: Identifier │ scope_layer=1 │ [call] │ │ trunc :: Identifier │ scope_layer=1 │ Int :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ real_max :: Identifier │ scope_layer=1 │ real_min :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ spacing :: Identifier │ scope_layer=1 │ [=] │ │ ynr :: Identifier │ scope_layer=1 │ [call] │ │ trunc :: Identifier │ scope_layer=1 │ Int :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ imag_max :: Identifier │ scope_layer=1 │ imag_min :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ spacing :: Identifier │ scope_layer=1 │ [unknown_head] │ scope_layer=1 │ spacing :: Identifier │ scope_layer=1 │ [call] │ │ sqrt :: Identifier │ scope_layer=1 │ [call] │ │ sqrt :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ [if] │ │ [||] │ │ [call] │ │ <= :: Identifier │ scope_layer=1 │ xnr :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [call] │ │ <= :: Identifier │ scope_layer=1 │ ynr :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [block] │ macro_source=535 │ [continue] │ macro_source=535 │ [=] │ │ xpts :: Identifier │ scope_layer=1 │ [call] │ │ range :: Identifier │ scope_layer=1 │ real_min :: Identifier │ scope_layer=1 │ [kw] │ │ stop :: Identifier │ scope_layer=1 │ real_max :: Identifier │ scope_layer=1 │ [kw] │ │ length :: Identifier │ scope_layer=1 │ xnr :: Identifier │ scope_layer=1 │ [=] │ │ xpts :: Identifier │ scope_layer=1 │ [ref] │ │ xpts :: Identifier │ scope_layer=1 │ [call] │ │ : :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ 2 :: Value │ macro_source=535 │ end :: Identifier │ scope_layer=1 │ [=] │ │ ypts :: Identifier │ scope_layer=1 │ [call] │ │ range :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ imag_min :: Identifier │ scope_layer=1 │ [call] │ │ eps :: Identifier │ scope_layer=1 │ [kw] │ │ stop :: Identifier │ scope_layer=1 │ [call] │ │ + :: Identifier │ scope_layer=1 │ imag_max :: Identifier │ scope_layer=1 │ [call] │ │ eps :: Identifier │ scope_layer=1 │ [kw] │ │ length :: Identifier │ scope_layer=1 │ ynr :: Identifier │ scope_layer=1 │ [=] │ │ ypts :: Identifier │ scope_layer=1 │ [ref] │ │ ypts :: Identifier │ scope_layer=1 │ [call] │ │ : :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ 2 :: Value │ macro_source=535 │ end :: Identifier │ scope_layer=1 │ [=] │ │ Z :: Identifier │ scope_layer=1 │ [::] │ │ [comprehension] │ │ [flatten] │ │ [generator] │ │ [generator] │ │ [call] │ │ + :: Identifier │ scope_layer=1 │ x :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ y :: Identifier │ scope_layer=1 │ im :: Identifier │ scope_layer=1 │ [=] │ │ y :: Identifier │ scope_layer=1 │ ypts :: Identifier │ scope_layer=1 │ [=] │ │ x :: Identifier │ scope_layer=1 │ xpts :: Identifier │ scope_layer=1 │ [curly] │ │ Vector :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ [=] │ │ Z :: Identifier │ scope_layer=1 │ [call] │ │ filter :: Identifier │ scope_layer=1 │ [->] │ │ p :: Identifier │ scope_layer=1 │ [block] │ │ [call] │ │ inpolygon :: Identifier │ scope_layer=1 │ [call] │ │ real :: Identifier │ scope_layer=1 │ p :: Identifier │ scope_layer=1 │ [call] │ │ imag :: Identifier │ scope_layer=1 │ p :: Identifier │ scope_layer=1 │ realz :: Identifier │ scope_layer=1 │ imagz :: Identifier │ scope_layer=1 │ Z :: Identifier │ scope_layer=1 │ [return] │ │ [tuple] │ │ zz :: Identifier │ scope_layer=1 │ Z :: Identifier │ scope_layer=1 │ [call] │ │ Base.Docs.doc! :: Value │ macro_source=535 │ NonlinearEigenproblems.RKHelper :: Value │ macro_source=535 │ [call] │ │ Base.Docs.Binding :: Value │ macro_source=535 │ NonlinearEigenproblems.RKHelper :: Value │ │ [inert] │ jl_source=L65 │ discretizepolygon :: Identifier │ │ [call] │ macro_source=535 │ Base.Docs.docstr :: Value │ macro_source=535 │ [call] │ macro_source=535 │ Core.svec :: Value │ macro_source=535 │ "Discretize the polygon given by the (complex) entries of Z.\n\n# Arguments\n- `z`: Polygon vertices given as complex values. Pass an empty array for the unit disk.\n Pass a single value for a disk centered at that value. Pass two values for Chebyshev points.\n- `include_interior_points`: Whether to return interior points.\n- `npts`: Number of boundary points to return.\n- `nptsint`: Minimum number of interior points (more than this may be returned).\n\n# Return values\n- `boundary_points`: Boundary points (`npts` of these), followed by the input\n polygon vertices, with an additional final vertex equal to the first vertex.\n- `interior_points`: Interior points, if specified to be returned, otherwise an\n empty vector. If specified, there will be at least `nptsint` of these.\n" :: Value │ macro_source=535 │ [call] │ macro_source=535 │ Dict{Symbol, Any} :: Value │ macro_source=535 │ :path => "/home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl" :: Value │ macro_source=535 │ :linenumber => 3 :: Value │ macro_source=535 │ :module => NonlinearEigenproblems.RKHelper :: Value │ macro_source=535 │ [where] │ │ [curly] │ │ Union :: Identifier │ scope_layer=1 │ [curly] │ │ Tuple :: Identifier │ scope_layer=1 │ [curly] │ │ Tuple :: Identifier │ scope_layer=1 │ [curly] │ │ Vector :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ [curly] │ │ Tuple :: Identifier │ scope_layer=1 │ [curly] │ │ Vector :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ Bool :: Identifier │ scope_layer=1 │ [curly] │ │ Tuple :: Identifier │ scope_layer=1 │ [curly] │ │ Vector :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ Bool :: Identifier │ scope_layer=1 │ Int :: Identifier │ scope_layer=1 │ [curly] │ │ Tuple :: Identifier │ scope_layer=1 │ [curly] │ │ Vector :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ Bool :: Identifier │ scope_layer=1 │ Int :: Identifier │ scope_layer=1 │ Int :: Identifier │ scope_layer=1 │ [curly] │ │ Tuple :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ [<:] │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ [curly] │ │ Complex :: Identifier │ scope_layer=1 │ [<:] │ scope_layer=1 │ Real :: Identifier │ scope_layer=1 │ val :: Identifier │ scope_layer=3 │ │ file = "/home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl" │ line = 3 └ mod = NonlinearEigenproblems.RKHelper ERROR: LoadError: internal lowering bug: #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:19 =# - `jl_assert(!(haskey(ssa_rewrites, lhs_id)), _)`: multiple assignments to ssavalue Expression:  (= #₂ (call core.TypeVar :#T1 #₂₀₆/Real)) Containing expressions:  (= #₂ (call core.TypeVar :#T1 #₂₀₆/Real))  Detailed provenance:  (= #₂ (call core.TypeVar :#T1 #₂₀₆/Real)) @#= /source/usr/share/julia/JuliaLowering/src/linear_ir.jl:366 =#  └─ (= #₂ (call core.TypeVar :#T1 #₃₈/Real)) @#= /source/usr/share/julia/JuliaLowering/src/closure_conversion.jl:197 =#  └─ (= #₂ (call core.TypeVar :#T1 #₃₈/Real)) @#= /source/usr/share/julia/JuliaLowering/src/desugaring.jl:231 =#  └─ (= #₂ (call core.TypeVar :#T1 Real)) @#= /source/usr/share/julia/JuliaLowering/src/desugaring.jl:231 =#  └─ (= #₂ (call core.TypeVar :#T1 Real))  └─ (call core.TypeVar :#T1 Real) @#= /source/usr/share/julia/JuliaLowering/src/desugaring.jl:3025 =#  └─ (<: Real)  └─ (<: Real)  └─ (<: Real)  └─ (<: Real)  ├─ @ /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:19  └─ (macrocall @doc :(#= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:3 =#) "Discretize the polygon given by the (complex) entries of Z.\n\n# Arguments\n- `z`: Polygon vertices given as complex values. Pass an empty array for the unit disk.\n Pass a single value for a disk centered at that value. Pass two values for Chebyshev points.\n- `include_interior_points`: Whether to return interior points.\n- `npts`: Number of boundary points to return.\n- `nptsint`: Minimum number of interior points (more than this may be returned).\n\n# Return values\n- `boundary_points`: Boundary points (`npts` of these), followed by the input\n polygon vertices, with an additional final vertex equal to the first vertex.\n- `interior_points`: Interior points, if specified to be returned, otherwise an\n empty vector. If specified, there will be at least `nptsint` of these.\n" (function (where (call discretizepolygon (kw (:: z (curly Vector CT)) (vect)) (kw (:: include_interior_points Bool) false) (kw (:: npts Int) 10000) (kw (:: nptsint Int) 5)) (<: CT (curly Complex (<: Real)))) (block (if (call isempty z) (block (= z (vect (call CT 0))))) (if (call == (call length z) 1) (block (= zz (call .+ (ref z 1) (. cis (tuple (call / (call * 2 pi (call : 1 npts)) npts)))))) (elseif (block (call == (call length z) 2)) (block (= zz (call .+ (call * (call / (call - (ref z 2) (ref z 1)) 2) (call .+ (. cos (tuple (call / (call * pi (call : (call - npts 1) -1 0)) (call - npts 1)))) 1)) (ref z 1)))) (block (= z (vcat (ref z :) (ref z 1))) (= L (call sum (. abs (tuple (call diff z))))) (= ind 1) (= alph 0.0) (= zz (vect (ref z ind))) (= remL (call / L npts)) (while (call < (call length zz) npts) (block (= d (call abs (call - (ref z (call + ind 1)) (ref z ind)))) (if (call < (call * (call - 1 alph) d) remL) (block (unknown_head ind 1) (unknown_head remL (call * (call - 1 alph) d)) (= alph 0.0)) (block (unknown_head alph (call / remL d)) (= remL (call / L npts)) (call push! zz (call + (ref z ind) (call * alph (call - (ref z (call + ind 1)) (ref z ind)))))))))))) (call append! zz z) (= Z (call (curly Vector CT))) (if include_interior_points (block (if (call == (call length z) 2) (block (= xnr (call * 2 nptsint)) (if (call == (call & xnr 1) 0) (block (unknown_head xnr 1))) (= xpts (call range (ref z 1) (kw stop (ref z 2)) (kw length xnr))) (= Z (call collect (ref xpts (call : 2 2 end)))) (return (tuple zz Z)))) (= points (if (call == (call length z) 1) zz z)) (= realz (call real points)) (= imagz (call imag points)) (= (tuple real_min real_max) (call extrema realz)) (= (tuple imag_min imag_max) (call extrema imagz)) (= iter 0) (= spacing (call / (call / (call - real_max real_min) 2.0001) (call sqrt nptsint))) (while (call < (call length Z) nptsint) (block (unknown_head iter 1) (if (call > iter 10) (block (call error "Failed to find interior polygon points. Polygon too narrow? (Note that intervals should be given by their two endpoints only.)"))) (= xnr (call trunc Int (call / (call - real_max real_min) (call * 2 spacing)))) (= ynr (call trunc Int (call / (call - imag_max imag_min) (call * 2 spacing)))) (unknown_head spacing (call sqrt (call sqrt 2))) (if (|| (call <= xnr 1) (call <= ynr 1)) (block (continue))) (= xpts (call range real_min (kw stop real_max) (kw length xnr))) (= xpts (ref xpts (call : 2 2 end))) (= ypts (call range (call - imag_min (call eps)) (kw stop (call + imag_max (call eps))) (kw length ynr))) (= ypts (ref ypts (call : 2 2 end))) (= Z (:: (comprehension (flatten (generator (generator (call + x (call * y im)) (= y ypts)) (= x xpts)))) (curly Vector CT))) (= Z (call filter (-> p (block (call inpolygon (call real p) (call imag p) realz imagz))) Z)))))) (return (tuple zz Z)))))  └─ @ /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:3  Stacktrace:  [1] iterate(A::Base.JuliaSyntax.SyntaxList{Dict{Symbol, Dict{Int64, Any}}, Vector{Int64}})  @ Base /source/usr/share/julia/JuliaLowering/src/ast.jl:23 [inlined]  [2] renumber_body(ctx::Base.JuliaLowering.LinearIRContext{Dict{Symbol, Dict{Int64, Any}}}, input_code::Base.JuliaSyntax.SyntaxList{Dict{Symbol, Dict{Int64, Any}}, Vector{Int64}}, slot_rewrites::Dict{Int64, Int64})  @ Base.JuliaLowering /source/usr/share/julia/JuliaLowering/src/linear_ir.jl:1106  [3] compile_lambda(outer_ctx::Base.JuliaLowering.LinearIRContext{Dict{Symbol, Dict{Int64, Any}}}, ex::Base.JuliaSyntax.SyntaxTree{Dict{Symbol, Dict{Int64, Any}}})  @ Base.JuliaLowering /source/usr/share/julia/JuliaLowering/src/linear_ir.jl:1223  [4] linearize_ir(ctx::Base.JuliaLowering.ClosureConversionCtx{Dict{Symbol, Dict{Int64, Any}}}, ex::Base.JuliaSyntax.SyntaxTree{Dict{Symbol, Dict{Int64, Any}}})  @ Base.JuliaLowering /source/usr/share/julia/JuliaLowering/src/linear_ir.jl:1253  [5] core_lowering_hook(code::Any, mod::Module, file::String, line::UInt64, world::UInt64, _warn::Bool)  @ Base.JuliaLowering /source/usr/share/julia/JuliaLowering/src/hooks.jl:33  [6] include(mapexpr::Function, mod::Module, _path::String)  @ Base ./Base.jl:327  [7] top-level scope  @ ~/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/RKHelper.jl:1  [8] macro expansion  @ ~/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/RKHelper.jl:8 [inlined]  [9] eval(m::Module, e::Any)  @ Core ./boot.jl:517  [10] _eval(mod::Module, iter::Base.JuliaLowering.LoweringIterator{Dict{Symbol, Dict{Int64, Any}}}; soft_scope::Nothing)  @ Base.JuliaLowering /source/usr/share/julia/JuliaLowering/src/eval.jl:494  [11] _eval  @ /source/usr/share/julia/JuliaLowering/src/eval.jl:475 [inlined]  [12] #eval#134  @ /source/usr/share/julia/JuliaLowering/src/eval.jl:467 [inlined]  [13] top-level scope  @ ~/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/RKHelper.jl:1  [14] macro expansion  @ ~/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/RKHelper.jl:1 [inlined]  [15] include(mapexpr::Function, mod::Module, _path::String)  @ Base ./Base.jl:327  [16] top-level scope  @ ~/.julia/packages/NonlinearEigenproblems/HkMZG/src/NonlinearEigenproblems.jl:18  [17] include(mod::Module, _path::String)  @ Base ./Base.jl:326  [18] include_package_for_output(pkg::Base.PkgId, input::String, syntax_version::VersionNumber, depot_path::Vector{String}, dl_load_path::Vector{String}, load_path::Vector{String}, concrete_deps::Vector{Pair{Base.PkgId, UInt128}}, source::Nothing)  @ Base ./loading.jl:3271  [19] top-level scope  @ stdin:5  [20] eval(m::Module, e::Any)  @ Core ./boot.jl:517  [21] include_string(mapexpr::typeof(identity), mod::Module, code::String, filename::String)  @ Base ./loading.jl:3113  [22] push!(a::Vector{SubString{String}}, item::String)  @ Base ./loading.jl:3123 [inlined]  [23] exec_options(opts::Base.JLOptions)  @ Base ./client.jl:353  [24] _start()  @ Base ./client.jl:596 in expression starting at /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:3 in expression starting at /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/RKHelper.jl:1 in expression starting at /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/NonlinearEigenproblems.jl:1 in expression starting at stdin:5 ✗ NonlinearEigenproblems 20 dependencies successfully precompiled in 893 seconds. 15 already precompiled. Precompilation completed after 906.01s ################################################################################ # Loading # Loading NonlinearEigenproblems... ┌ Info: JuliaLowering threw given input: │ code = │ :(#= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:3 =# Core.@doc "Discretize the polygon given by the (complex) entries of Z.\n\n# Arguments\n- `z`: Polygon vertices given as complex values. Pass an empty array for the unit disk.\n Pass a single value for a disk centered at that value. Pass two values for Chebyshev points.\n- `include_interior_points`: Whether to return interior points.\n- `npts`: Number of boundary points to return.\n- `nptsint`: Minimum number of interior points (more than this may be returned).\n\n# Return values\n- `boundary_points`: Boundary points (`npts` of these), followed by the input\n polygon vertices, with an additional final vertex equal to the first vertex.\n- `interior_points`: Interior points, if specified to be returned, otherwise an\n empty vector. If specified, there will be at least `nptsint` of these.\n" function discretizepolygon(z::Vector{CT} = [], include_interior_points::Bool = false, npts::Int = 10000, nptsint::Int = 5) where CT <: Complex{<:Real} │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:19 =# │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:25 =# │ if isempty(z) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:26 =# │ z = [CT(0)] │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:29 =# │ if length(z) == 1 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:30 =# │ zz = z[1] .+ cis.((2 * pi * (1:npts)) / npts) │ elseif #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:31 =# length(z) == 2 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:32 =# │ zz = ((z[2] - z[1]) / 2) * (cos.((pi * (npts - 1:-1:0)) / (npts - 1)) .+ 1) .+ z[1] │ else │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:34 =# │ z = [z[:]; z[1]] │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:35 =# │ L = sum(abs.(diff(z))) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:38 =# │ ind = 1 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:39 =# │ alph = 0.0 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:40 =# │ zz = [z[ind]] │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:41 =# │ remL = L / npts │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:42 =# │ while length(zz) < npts │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:43 =# │ d = abs(z[ind + 1] - z[ind]) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:44 =# │ if (1 - alph) * d < remL │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:45 =# │ ind += 1 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:46 =# │ remL -= (1 - alph) * d │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:47 =# │ alph = 0.0 │ else │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:49 =# │ alph += remL / d │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:50 =# │ remL = L / npts │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:51 =# │ push!(zz, z[ind] + alph * (z[ind + 1] - z[ind])) │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:53 =# │ end │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:56 =# │ append!(zz, z) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:58 =# │ Z = Vector{CT}() │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:59 =# │ if include_interior_points │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:60 =# │ if length(z) == 2 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:61 =# │ xnr = 2nptsint │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:62 =# │ if xnr & 1 == 0 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:62 =# │ xnr += 1 │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:63 =# │ xpts = range(z[1], stop = z[2], length = xnr) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:64 =# │ Z = collect(xpts[2:2:var"end"]) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:65 =# │ return (zz, Z) │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:68 =# │ points = if length(z) == 1 │ zz │ else │ z │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:69 =# │ realz = real(points) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:70 =# │ imagz = imag(points) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:71 =# │ (real_min, real_max) = extrema(realz) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:72 =# │ (imag_min, imag_max) = extrema(imagz) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:74 =# │ iter = 0 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:75 =# │ spacing = ((real_max - real_min) / 2.0001) / sqrt(nptsint) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:76 =# │ while length(Z) < nptsint │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:77 =# │ iter += 1 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:78 =# │ if iter > 10 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:79 =# │ error("Failed to find interior polygon points. Polygon too narrow? (Note that intervals should be given by their two endpoints only.)") │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:82 =# │ xnr = trunc(Int, (real_max - real_min) / (2spacing)) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:83 =# │ ynr = trunc(Int, (imag_max - imag_min) / (2spacing)) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:84 =# │ spacing /= sqrt(sqrt(2)) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:85 =# │ if xnr <= 1 || ynr <= 1 │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:86 =# │ continue │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:89 =# │ xpts = range(real_min, stop = real_max, length = xnr) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:90 =# │ xpts = xpts[2:2:var"end"] │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:92 =# │ ypts = range(imag_min - eps(), stop = imag_max + eps(), length = ynr) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:93 =# │ ypts = ypts[2:2:var"end"] │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:95 =# │ Z = [x + y * im for x = xpts for y = ypts]::Vector{CT} │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:96 =# │ Z = filter((p->begin │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:96 =# │ inpolygon(real(p), imag(p), realz, imagz) │ end), Z) │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:97 =# │ end │ end │ #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:100 =# │ return (zz, Z) │ end) │ st0 = │ SyntaxTree with attributes mod,kind,var_id,toplevel_pure,scope_type,macro_source,name_val,syntax_flags,meta,scope_layer,value,jl_source,is_toplevel_thunk,source,__macro_ctx__ │ [macrocall] │ │ @doc :: Identifier │ mod │ :(#= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:3 =#) :: Value │ │ "Discretize the polygon given by the (complex) entries of Z.\n\n# Arguments\n- `z`: Polygon vertices given as complex values. Pass an empty array for the unit disk.\n Pass a single value for a disk centered at that value. Pass two values for Chebyshev points.\n- `include_interior_points`: Whether to return interior points.\n- `npts`: Number of boundary points to return.\n- `nptsint`: Minimum number of interior points (more than this may be returned).\n\n# Return values\n- `boundary_points`: Boundary points (`npts` of these), followed by the input\n polygon vertices, with an additional final vertex equal to the first vertex.\n- `interior_points`: Interior points, if specified to be returned, otherwise an\n empty vector. If specified, there will be at least `nptsint` of these.\n" :: Value │ │ [function] │ │ [where] │ │ [call] │ │ discretizepolygon :: Identifier │ │ [kw] │ │ [::] │ │ z :: Identifier │ │ [curly] │ │ Vector :: Identifier │ │ CT :: Identifier │ │ [vect] │ │ [kw] │ │ [::] │ │ include_interior_points :: Identifier │ │ Bool :: Identifier │ │ false :: Value │ │ [kw] │ │ [::] │ │ npts :: Identifier │ │ Int :: Identifier │ │ 10000 :: Value │ │ [kw] │ │ [::] │ │ nptsint :: Identifier │ │ Int :: Identifier │ │ 5 :: Value │ │ [<:] │ │ CT :: Identifier │ │ [curly] │ │ Complex :: Identifier │ │ [<:] │ │ Real :: Identifier │ │ [block] │ │ [if] │ │ [call] │ │ isempty :: Identifier │ │ z :: Identifier │ │ [block] │ │ [=] │ │ z :: Identifier │ │ [vect] │ │ [call] │ │ CT :: Identifier │ │ 0 :: Value │ │ [if] │ │ [call] │ │ == :: Identifier │ │ [call] │ │ length :: Identifier │ │ z :: Identifier │ │ 1 :: Value │ │ [block] │ │ [=] │ │ zz :: Identifier │ │ [call] │ │ .+ :: Identifier │ │ [ref] │ │ z :: Identifier │ │ 1 :: Value │ │ [.] │ │ cis :: Identifier │ │ [tuple] │ │ [call] │ │ / :: Identifier │ │ [call] │ │ * :: Identifier │ │ 2 :: Value │ │ pi :: Identifier │ │ [call] │ │ : :: Identifier │ │ 1 :: Value │ │ npts :: Identifier │ │ npts :: Identifier │ │ [elseif] │ │ [block] │ │ [call] │ │ == :: Identifier │ │ [call] │ │ length :: Identifier │ │ z :: Identifier │ │ 2 :: Value │ │ [block] │ │ [=] │ │ zz :: Identifier │ │ [call] │ │ .+ :: Identifier │ │ [call] │ │ * :: Identifier │ │ [call] │ │ / :: Identifier │ │ [call] │ │ - :: Identifier │ │ [ref] │ │ z :: Identifier │ │ 2 :: Value │ │ [ref] │ │ z :: Identifier │ │ 1 :: Value │ │ 2 :: Value │ │ [call] │ │ .+ :: Identifier │ │ [.] │ │ cos :: Identifier │ │ [tuple] │ │ [call] │ │ / :: Identifier │ │ [call] │ │ * :: Identifier │ │ pi :: Identifier │ │ [call] │ │ : :: Identifier │ │ [call] │ │ - :: Identifier │ │ npts :: Identifier │ │ 1 :: Value │ │ -1 :: Value │ │ 0 :: Value │ │ [call] │ │ - :: Identifier │ │ npts :: Identifier │ │ 1 :: Value │ │ 1 :: Value │ │ [ref] │ │ z :: Identifier │ │ 1 :: Value │ │ [block] │ │ [=] │ │ z :: Identifier │ │ [vcat] │ │ [ref] │ │ z :: Identifier │ │ : :: Identifier │ │ [ref] │ │ z :: Identifier │ │ 1 :: Value │ │ [=] │ │ L :: Identifier │ │ [call] │ │ sum :: Identifier │ │ [.] │ │ abs :: Identifier │ │ [tuple] │ │ [call] │ │ diff :: Identifier │ │ z :: Identifier │ │ [=] │ │ ind :: Identifier │ │ 1 :: Value │ │ [=] │ │ alph :: Identifier │ │ 0.0 :: Value │ │ [=] │ │ zz :: Identifier │ │ [vect] │ │ [ref] │ │ z :: Identifier │ │ ind :: Identifier │ │ [=] │ │ remL :: Identifier │ │ [call] │ │ / :: Identifier │ │ L :: Identifier │ │ npts :: Identifier │ │ [while] │ │ [call] │ │ < :: Identifier │ │ [call] │ │ length :: Identifier │ │ zz :: Identifier │ │ npts :: Identifier │ │ [block] │ │ [=] │ │ d :: Identifier │ │ [call] │ │ abs :: Identifier │ │ [call] │ │ - :: Identifier │ │ [ref] │ │ z :: Identifier │ │ [call] │ │ + :: Identifier │ │ ind :: Identifier │ │ 1 :: Value │ │ [ref] │ │ z :: Identifier │ │ ind :: Identifier │ │ [if] │ │ [call] │ │ < :: Identifier │ │ [call] │ │ * :: Identifier │ │ [call] │ │ - :: Identifier │ │ 1 :: Value │ │ alph :: Identifier │ │ d :: Identifier │ │ remL :: Identifier │ │ [block] │ │ [unknown_head] │ │ ind :: Identifier │ │ 1 :: Value │ │ [unknown_head] │ │ remL :: Identifier │ │ [call] │ │ * :: Identifier │ │ [call] │ │ - :: Identifier │ │ 1 :: Value │ │ alph :: Identifier │ │ d :: Identifier │ │ [=] │ │ alph :: Identifier │ │ 0.0 :: Value │ │ [block] │ │ [unknown_head] │ │ alph :: Identifier │ │ [call] │ │ / :: Identifier │ │ remL :: Identifier │ │ d :: Identifier │ │ [=] │ │ remL :: Identifier │ │ [call] │ │ / :: Identifier │ │ L :: Identifier │ │ npts :: Identifier │ │ [call] │ │ push! :: Identifier │ │ zz :: Identifier │ │ [call] │ │ + :: Identifier │ │ [ref] │ │ z :: Identifier │ │ ind :: Identifier │ │ [call] │ │ * :: Identifier │ │ alph :: Identifier │ │ [call] │ │ - :: Identifier │ │ [ref] │ │ z :: Identifier │ │ [call] │ │ + :: Identifier │ │ ind :: Identifier │ │ 1 :: Value │ │ [ref] │ │ z :: Identifier │ │ ind :: Identifier │ │ [call] │ │ append! :: Identifier │ │ zz :: Identifier │ │ z :: Identifier │ │ [=] │ │ Z :: Identifier │ │ [call] │ │ [curly] │ │ Vector :: Identifier │ │ CT :: Identifier │ │ [if] │ │ include_interior_points :: Identifier │ │ [block] │ │ [if] │ │ [call] │ │ == :: Identifier │ │ [call] │ │ length :: Identifier │ │ z :: Identifier │ │ 2 :: Value │ │ [block] │ │ [=] │ │ xnr :: Identifier │ │ [call] │ │ * :: Identifier │ │ 2 :: Value │ │ nptsint :: Identifier │ │ [if] │ │ [call] │ │ == :: Identifier │ │ [call] │ │ & :: Identifier │ │ xnr :: Identifier │ │ 1 :: Value │ │ 0 :: Value │ │ [block] │ │ [unknown_head] │ │ xnr :: Identifier │ │ 1 :: Value │ │ [=] │ │ xpts :: Identifier │ │ [call] │ │ range :: Identifier │ │ [ref] │ │ z :: Identifier │ │ 1 :: Value │ │ [kw] │ │ stop :: Identifier │ │ [ref] │ │ z :: Identifier │ │ 2 :: Value │ │ [kw] │ │ length :: Identifier │ │ xnr :: Identifier │ │ [=] │ │ Z :: Identifier │ │ [call] │ │ collect :: Identifier │ │ [ref] │ │ xpts :: Identifier │ │ [call] │ │ : :: Identifier │ │ 2 :: Value │ │ 2 :: Value │ │ end :: Identifier │ │ [return] │ │ [tuple] │ │ zz :: Identifier │ │ Z :: Identifier │ │ [=] │ │ points :: Identifier │ │ [if] │ │ [call] │ │ == :: Identifier │ │ [call] │ │ length :: Identifier │ │ z :: Identifier │ │ 1 :: Value │ │ zz :: Identifier │ │ z :: Identifier │ │ [=] │ │ realz :: Identifier │ │ [call] │ │ real :: Identifier │ │ points :: Identifier │ │ [=] │ │ imagz :: Identifier │ │ [call] │ │ imag :: Identifier │ │ points :: Identifier │ │ [=] │ │ [tuple] │ │ real_min :: Identifier │ │ real_max :: Identifier │ │ [call] │ │ extrema :: Identifier │ │ realz :: Identifier │ │ [=] │ │ [tuple] │ │ imag_min :: Identifier │ │ imag_max :: Identifier │ │ [call] │ │ extrema :: Identifier │ │ imagz :: Identifier │ │ [=] │ │ iter :: Identifier │ │ 0 :: Value │ │ [=] │ │ spacing :: Identifier │ │ [call] │ │ / :: Identifier │ │ [call] │ │ / :: Identifier │ │ [call] │ │ - :: Identifier │ │ real_max :: Identifier │ │ real_min :: Identifier │ │ 2.0001 :: Value │ │ [call] │ │ sqrt :: Identifier │ │ nptsint :: Identifier │ │ [while] │ │ [call] │ │ < :: Identifier │ │ [call] │ │ length :: Identifier │ │ Z :: Identifier │ │ nptsint :: Identifier │ │ [block] │ │ [unknown_head] │ │ iter :: Identifier │ │ 1 :: Value │ │ [if] │ │ [call] │ │ > :: Identifier │ │ iter :: Identifier │ │ 10 :: Value │ │ [block] │ │ [call] │ │ error :: Identifier │ │ "Failed to find interior polygon points. Polygon too narrow? (Note that intervals should be given by their two endpoints only.)" :: Value │ │ [=] │ │ xnr :: Identifier │ │ [call] │ │ trunc :: Identifier │ │ Int :: Identifier │ │ [call] │ │ / :: Identifier │ │ [call] │ │ - :: Identifier │ │ real_max :: Identifier │ │ real_min :: Identifier │ │ [call] │ │ * :: Identifier │ │ 2 :: Value │ │ spacing :: Identifier │ │ [=] │ │ ynr :: Identifier │ │ [call] │ │ trunc :: Identifier │ │ Int :: Identifier │ │ [call] │ │ / :: Identifier │ │ [call] │ │ - :: Identifier │ │ imag_max :: Identifier │ │ imag_min :: Identifier │ │ [call] │ │ * :: Identifier │ │ 2 :: Value │ │ spacing :: Identifier │ │ [unknown_head] │ │ spacing :: Identifier │ │ [call] │ │ sqrt :: Identifier │ │ [call] │ │ sqrt :: Identifier │ │ 2 :: Value │ │ [if] │ │ [||] │ │ [call] │ │ <= :: Identifier │ │ xnr :: Identifier │ │ 1 :: Value │ │ [call] │ │ <= :: Identifier │ │ ynr :: Identifier │ │ 1 :: Value │ │ [block] │ │ [continue] │ │ [=] │ │ xpts :: Identifier │ │ [call] │ │ range :: Identifier │ │ real_min :: Identifier │ │ [kw] │ │ stop :: Identifier │ │ real_max :: Identifier │ │ [kw] │ │ length :: Identifier │ │ xnr :: Identifier │ │ [=] │ │ xpts :: Identifier │ │ [ref] │ │ xpts :: Identifier │ │ [call] │ │ : :: Identifier │ │ 2 :: Value │ │ 2 :: Value │ │ end :: Identifier │ │ [=] │ │ ypts :: Identifier │ │ [call] │ │ range :: Identifier │ │ [call] │ │ - :: Identifier │ │ imag_min :: Identifier │ │ [call] │ │ eps :: Identifier │ │ [kw] │ │ stop :: Identifier │ │ [call] │ │ + :: Identifier │ │ imag_max :: Identifier │ │ [call] │ │ eps :: Identifier │ │ [kw] │ │ length :: Identifier │ │ ynr :: Identifier │ │ [=] │ │ ypts :: Identifier │ │ [ref] │ │ ypts :: Identifier │ │ [call] │ │ : :: Identifier │ │ 2 :: Value │ │ 2 :: Value │ │ end :: Identifier │ │ [=] │ │ Z :: Identifier │ │ [::] │ │ [comprehension] │ │ [flatten] │ │ [generator] │ │ [generator] │ │ [call] │ │ + :: Identifier │ │ x :: Identifier │ │ [call] │ │ * :: Identifier │ │ y :: Identifier │ │ im :: Identifier │ │ [=] │ │ y :: Identifier │ │ ypts :: Identifier │ │ [=] │ │ x :: Identifier │ │ xpts :: Identifier │ │ [curly] │ │ Vector :: Identifier │ │ CT :: Identifier │ │ [=] │ │ Z :: Identifier │ │ [call] │ │ filter :: Identifier │ │ [->] │ │ p :: Identifier │ │ [block] │ │ [call] │ │ inpolygon :: Identifier │ │ [call] │ │ real :: Identifier │ │ p :: Identifier │ │ [call] │ │ imag :: Identifier │ │ p :: Identifier │ │ realz :: Identifier │ │ imagz :: Identifier │ │ Z :: Identifier │ │ [return] │ │ [tuple] │ │ zz :: Identifier │ │ Z :: Identifier │ │ │ st1 = │ SyntaxTree with attributes mod,kind,var_id,toplevel_pure,scope_type,macro_source,name_val,syntax_flags,meta,scope_layer,value,jl_source,is_toplevel_thunk,source │ [block] │ │ [=] │ │ val :: Identifier │ scope_layer=3 │ [function] │ │ [where] │ │ [call] │ │ discretizepolygon :: Identifier │ scope_layer=1 │ [kw] │ │ [::] │ │ z :: Identifier │ scope_layer=1 │ [curly] │ │ Vector :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ [vect] │ macro_source=535 │ [kw] │ │ [::] │ │ include_interior_points :: Identifier │ scope_layer=1 │ Bool :: Identifier │ scope_layer=1 │ false :: Value │ macro_source=535 │ [kw] │ │ [::] │ │ npts :: Identifier │ scope_layer=1 │ Int :: Identifier │ scope_layer=1 │ 10000 :: Value │ macro_source=535 │ [kw] │ │ [::] │ │ nptsint :: Identifier │ scope_layer=1 │ Int :: Identifier │ scope_layer=1 │ 5 :: Value │ macro_source=535 │ [<:] │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ [curly] │ │ Complex :: Identifier │ scope_layer=1 │ [<:] │ scope_layer=1 │ Real :: Identifier │ scope_layer=1 │ [block] │ │ [if] │ │ [call] │ │ isempty :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ [block] │ │ [=] │ │ z :: Identifier │ scope_layer=1 │ [vect] │ │ [call] │ │ CT :: Identifier │ scope_layer=1 │ 0 :: Value │ macro_source=535 │ [if] │ │ [call] │ │ == :: Identifier │ scope_layer=1 │ [call] │ │ length :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [block] │ │ [=] │ │ zz :: Identifier │ scope_layer=1 │ [call] │ │ .+ :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [.] │ │ cis :: Identifier │ scope_layer=1 │ [tuple] │ │ [call] │ │ / :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ pi :: Identifier │ scope_layer=1 │ [call] │ │ : :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ npts :: Identifier │ scope_layer=1 │ npts :: Identifier │ scope_layer=1 │ [elseif] │ │ [block] │ │ [call] │ │ == :: Identifier │ scope_layer=1 │ [call] │ │ length :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ [block] │ │ [=] │ │ zz :: Identifier │ scope_layer=1 │ [call] │ │ .+ :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ 2 :: Value │ macro_source=535 │ [call] │ │ .+ :: Identifier │ scope_layer=1 │ [.] │ │ cos :: Identifier │ scope_layer=1 │ [tuple] │ │ [call] │ │ / :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ pi :: Identifier │ scope_layer=1 │ [call] │ │ : :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ npts :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ -1 :: Value │ macro_source=535 │ 0 :: Value │ macro_source=535 │ [call] │ │ - :: Identifier │ scope_layer=1 │ npts :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ 1 :: Value │ macro_source=535 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [block] │ │ [=] │ │ z :: Identifier │ scope_layer=1 │ [vcat] │ │ [ref] │ │ z :: Identifier │ scope_layer=1 │ : :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [=] │ │ L :: Identifier │ scope_layer=1 │ [call] │ │ sum :: Identifier │ scope_layer=1 │ [.] │ │ abs :: Identifier │ scope_layer=1 │ [tuple] │ │ [call] │ │ diff :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ [=] │ │ ind :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [=] │ │ alph :: Identifier │ scope_layer=1 │ 0.0 :: Value │ macro_source=535 │ [=] │ │ zz :: Identifier │ scope_layer=1 │ [vect] │ │ [ref] │ │ z :: Identifier │ scope_layer=1 │ ind :: Identifier │ scope_layer=1 │ [=] │ │ remL :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ L :: Identifier │ scope_layer=1 │ npts :: Identifier │ scope_layer=1 │ [while] │ │ [call] │ │ < :: Identifier │ scope_layer=1 │ [call] │ │ length :: Identifier │ scope_layer=1 │ zz :: Identifier │ scope_layer=1 │ npts :: Identifier │ scope_layer=1 │ [block] │ │ [=] │ │ d :: Identifier │ scope_layer=1 │ [call] │ │ abs :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ [call] │ │ + :: Identifier │ scope_layer=1 │ ind :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ ind :: Identifier │ scope_layer=1 │ [if] │ │ [call] │ │ < :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ alph :: Identifier │ scope_layer=1 │ d :: Identifier │ scope_layer=1 │ remL :: Identifier │ scope_layer=1 │ [block] │ │ [unknown_head] │ scope_layer=1 │ ind :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [unknown_head] │ scope_layer=1 │ remL :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ alph :: Identifier │ scope_layer=1 │ d :: Identifier │ scope_layer=1 │ [=] │ │ alph :: Identifier │ scope_layer=1 │ 0.0 :: Value │ macro_source=535 │ [block] │ │ [unknown_head] │ scope_layer=1 │ alph :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ remL :: Identifier │ scope_layer=1 │ d :: Identifier │ scope_layer=1 │ [=] │ │ remL :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ L :: Identifier │ scope_layer=1 │ npts :: Identifier │ scope_layer=1 │ [call] │ │ push! :: Identifier │ scope_layer=1 │ zz :: Identifier │ scope_layer=1 │ [call] │ │ + :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ ind :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ alph :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ [call] │ │ + :: Identifier │ scope_layer=1 │ ind :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ ind :: Identifier │ scope_layer=1 │ [call] │ │ append! :: Identifier │ scope_layer=1 │ zz :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ [=] │ │ Z :: Identifier │ scope_layer=1 │ [call] │ │ [curly] │ │ Vector :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ [if] │ │ include_interior_points :: Identifier │ scope_layer=1 │ [block] │ │ [if] │ │ [call] │ │ == :: Identifier │ scope_layer=1 │ [call] │ │ length :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ [block] │ │ [=] │ │ xnr :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ nptsint :: Identifier │ scope_layer=1 │ [if] │ │ [call] │ │ == :: Identifier │ scope_layer=1 │ [call] │ │ & :: Identifier │ scope_layer=1 │ xnr :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ 0 :: Value │ macro_source=535 │ [block] │ │ [unknown_head] │ scope_layer=1 │ xnr :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [=] │ │ xpts :: Identifier │ scope_layer=1 │ [call] │ │ range :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [kw] │ │ stop :: Identifier │ scope_layer=1 │ [ref] │ │ z :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ [kw] │ │ length :: Identifier │ scope_layer=1 │ xnr :: Identifier │ scope_layer=1 │ [=] │ │ Z :: Identifier │ scope_layer=1 │ [call] │ │ collect :: Identifier │ scope_layer=1 │ [ref] │ │ xpts :: Identifier │ scope_layer=1 │ [call] │ │ : :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ 2 :: Value │ macro_source=535 │ end :: Identifier │ scope_layer=1 │ [return] │ │ [tuple] │ │ zz :: Identifier │ scope_layer=1 │ Z :: Identifier │ scope_layer=1 │ [=] │ │ points :: Identifier │ scope_layer=1 │ [if] │ │ [call] │ │ == :: Identifier │ scope_layer=1 │ [call] │ │ length :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ zz :: Identifier │ scope_layer=1 │ z :: Identifier │ scope_layer=1 │ [=] │ │ realz :: Identifier │ scope_layer=1 │ [call] │ │ real :: Identifier │ scope_layer=1 │ points :: Identifier │ scope_layer=1 │ [=] │ │ imagz :: Identifier │ scope_layer=1 │ [call] │ │ imag :: Identifier │ scope_layer=1 │ points :: Identifier │ scope_layer=1 │ [=] │ │ [tuple] │ │ real_min :: Identifier │ scope_layer=1 │ real_max :: Identifier │ scope_layer=1 │ [call] │ │ extrema :: Identifier │ scope_layer=1 │ realz :: Identifier │ scope_layer=1 │ [=] │ │ [tuple] │ │ imag_min :: Identifier │ scope_layer=1 │ imag_max :: Identifier │ scope_layer=1 │ [call] │ │ extrema :: Identifier │ scope_layer=1 │ imagz :: Identifier │ scope_layer=1 │ [=] │ │ iter :: Identifier │ scope_layer=1 │ 0 :: Value │ macro_source=535 │ [=] │ │ spacing :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ real_max :: Identifier │ scope_layer=1 │ real_min :: Identifier │ scope_layer=1 │ 2.0001 :: Value │ macro_source=535 │ [call] │ │ sqrt :: Identifier │ scope_layer=1 │ nptsint :: Identifier │ scope_layer=1 │ [while] │ │ [call] │ │ < :: Identifier │ scope_layer=1 │ [call] │ │ length :: Identifier │ scope_layer=1 │ Z :: Identifier │ scope_layer=1 │ nptsint :: Identifier │ scope_layer=1 │ [block] │ │ [unknown_head] │ scope_layer=1 │ iter :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [if] │ │ [call] │ │ > :: Identifier │ scope_layer=1 │ iter :: Identifier │ scope_layer=1 │ 10 :: Value │ macro_source=535 │ [block] │ │ [call] │ │ error :: Identifier │ scope_layer=1 │ "Failed to find interior polygon points. Polygon too narrow? (Note that intervals should be given by their two endpoints only.)" :: Value │ macro_source=535 │ [=] │ │ xnr :: Identifier │ scope_layer=1 │ [call] │ │ trunc :: Identifier │ scope_layer=1 │ Int :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ real_max :: Identifier │ scope_layer=1 │ real_min :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ spacing :: Identifier │ scope_layer=1 │ [=] │ │ ynr :: Identifier │ scope_layer=1 │ [call] │ │ trunc :: Identifier │ scope_layer=1 │ Int :: Identifier │ scope_layer=1 │ [call] │ │ / :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ imag_max :: Identifier │ scope_layer=1 │ imag_min :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ spacing :: Identifier │ scope_layer=1 │ [unknown_head] │ scope_layer=1 │ spacing :: Identifier │ scope_layer=1 │ [call] │ │ sqrt :: Identifier │ scope_layer=1 │ [call] │ │ sqrt :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ [if] │ │ [||] │ │ [call] │ │ <= :: Identifier │ scope_layer=1 │ xnr :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [call] │ │ <= :: Identifier │ scope_layer=1 │ ynr :: Identifier │ scope_layer=1 │ 1 :: Value │ macro_source=535 │ [block] │ macro_source=535 │ [continue] │ macro_source=535 │ [=] │ │ xpts :: Identifier │ scope_layer=1 │ [call] │ │ range :: Identifier │ scope_layer=1 │ real_min :: Identifier │ scope_layer=1 │ [kw] │ │ stop :: Identifier │ scope_layer=1 │ real_max :: Identifier │ scope_layer=1 │ [kw] │ │ length :: Identifier │ scope_layer=1 │ xnr :: Identifier │ scope_layer=1 │ [=] │ │ xpts :: Identifier │ scope_layer=1 │ [ref] │ │ xpts :: Identifier │ scope_layer=1 │ [call] │ │ : :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ 2 :: Value │ macro_source=535 │ end :: Identifier │ scope_layer=1 │ [=] │ │ ypts :: Identifier │ scope_layer=1 │ [call] │ │ range :: Identifier │ scope_layer=1 │ [call] │ │ - :: Identifier │ scope_layer=1 │ imag_min :: Identifier │ scope_layer=1 │ [call] │ │ eps :: Identifier │ scope_layer=1 │ [kw] │ │ stop :: Identifier │ scope_layer=1 │ [call] │ │ + :: Identifier │ scope_layer=1 │ imag_max :: Identifier │ scope_layer=1 │ [call] │ │ eps :: Identifier │ scope_layer=1 │ [kw] │ │ length :: Identifier │ scope_layer=1 │ ynr :: Identifier │ scope_layer=1 │ [=] │ │ ypts :: Identifier │ scope_layer=1 │ [ref] │ │ ypts :: Identifier │ scope_layer=1 │ [call] │ │ : :: Identifier │ scope_layer=1 │ 2 :: Value │ macro_source=535 │ 2 :: Value │ macro_source=535 │ end :: Identifier │ scope_layer=1 │ [=] │ │ Z :: Identifier │ scope_layer=1 │ [::] │ │ [comprehension] │ │ [flatten] │ │ [generator] │ │ [generator] │ │ [call] │ │ + :: Identifier │ scope_layer=1 │ x :: Identifier │ scope_layer=1 │ [call] │ │ * :: Identifier │ scope_layer=1 │ y :: Identifier │ scope_layer=1 │ im :: Identifier │ scope_layer=1 │ [=] │ │ y :: Identifier │ scope_layer=1 │ ypts :: Identifier │ scope_layer=1 │ [=] │ │ x :: Identifier │ scope_layer=1 │ xpts :: Identifier │ scope_layer=1 │ [curly] │ │ Vector :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ [=] │ │ Z :: Identifier │ scope_layer=1 │ [call] │ │ filter :: Identifier │ scope_layer=1 │ [->] │ │ p :: Identifier │ scope_layer=1 │ [block] │ │ [call] │ │ inpolygon :: Identifier │ scope_layer=1 │ [call] │ │ real :: Identifier │ scope_layer=1 │ p :: Identifier │ scope_layer=1 │ [call] │ │ imag :: Identifier │ scope_layer=1 │ p :: Identifier │ scope_layer=1 │ realz :: Identifier │ scope_layer=1 │ imagz :: Identifier │ scope_layer=1 │ Z :: Identifier │ scope_layer=1 │ [return] │ │ [tuple] │ │ zz :: Identifier │ scope_layer=1 │ Z :: Identifier │ scope_layer=1 │ [call] │ │ Base.Docs.doc! :: Value │ macro_source=535 │ NonlinearEigenproblems.RKHelper :: Value │ macro_source=535 │ [call] │ │ Base.Docs.Binding :: Value │ macro_source=535 │ NonlinearEigenproblems.RKHelper :: Value │ │ [inert] │ jl_source=L65 │ discretizepolygon :: Identifier │ │ [call] │ macro_source=535 │ Base.Docs.docstr :: Value │ macro_source=535 │ [call] │ macro_source=535 │ Core.svec :: Value │ macro_source=535 │ "Discretize the polygon given by the (complex) entries of Z.\n\n# Arguments\n- `z`: Polygon vertices given as complex values. Pass an empty array for the unit disk.\n Pass a single value for a disk centered at that value. Pass two values for Chebyshev points.\n- `include_interior_points`: Whether to return interior points.\n- `npts`: Number of boundary points to return.\n- `nptsint`: Minimum number of interior points (more than this may be returned).\n\n# Return values\n- `boundary_points`: Boundary points (`npts` of these), followed by the input\n polygon vertices, with an additional final vertex equal to the first vertex.\n- `interior_points`: Interior points, if specified to be returned, otherwise an\n empty vector. If specified, there will be at least `nptsint` of these.\n" :: Value │ macro_source=535 │ [call] │ macro_source=535 │ Dict{Symbol, Any} :: Value │ macro_source=535 │ :path => "/home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl" :: Value │ macro_source=535 │ :linenumber => 3 :: Value │ macro_source=535 │ :module => NonlinearEigenproblems.RKHelper :: Value │ macro_source=535 │ [where] │ │ [curly] │ │ Union :: Identifier │ scope_layer=1 │ [curly] │ │ Tuple :: Identifier │ scope_layer=1 │ [curly] │ │ Tuple :: Identifier │ scope_layer=1 │ [curly] │ │ Vector :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ [curly] │ │ Tuple :: Identifier │ scope_layer=1 │ [curly] │ │ Vector :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ Bool :: Identifier │ scope_layer=1 │ [curly] │ │ Tuple :: Identifier │ scope_layer=1 │ [curly] │ │ Vector :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ Bool :: Identifier │ scope_layer=1 │ Int :: Identifier │ scope_layer=1 │ [curly] │ │ Tuple :: Identifier │ scope_layer=1 │ [curly] │ │ Vector :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ Bool :: Identifier │ scope_layer=1 │ Int :: Identifier │ scope_layer=1 │ Int :: Identifier │ scope_layer=1 │ [curly] │ │ Tuple :: Identifier │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ [<:] │ scope_layer=1 │ CT :: Identifier │ scope_layer=1 │ [curly] │ │ Complex :: Identifier │ scope_layer=1 │ [<:] │ scope_layer=1 │ Real :: Identifier │ scope_layer=1 │ val :: Identifier │ scope_layer=3 │ │ file = "/home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl" │ line = 3 └ mod = NonlinearEigenproblems.RKHelper ERROR: LoadError: internal lowering bug: #= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:19 =# - `jl_assert(!(haskey(ssa_rewrites, lhs_id)), _)`: multiple assignments to ssavalue Expression:  (= #₂ (call core.TypeVar :#T1 #₂₀₆/Real)) Containing expressions:  (= #₂ (call core.TypeVar :#T1 #₂₀₆/Real))  Detailed provenance:  (= #₂ (call core.TypeVar :#T1 #₂₀₆/Real)) @#= /source/usr/share/julia/JuliaLowering/src/linear_ir.jl:366 =#  └─ (= #₂ (call core.TypeVar :#T1 #₃₈/Real)) @#= /source/usr/share/julia/JuliaLowering/src/closure_conversion.jl:197 =#  └─ (= #₂ (call core.TypeVar :#T1 #₃₈/Real)) @#= /source/usr/share/julia/JuliaLowering/src/desugaring.jl:231 =#  └─ (= #₂ (call core.TypeVar :#T1 Real)) @#= /source/usr/share/julia/JuliaLowering/src/desugaring.jl:231 =#  └─ (= #₂ (call core.TypeVar :#T1 Real))  └─ (call core.TypeVar :#T1 Real) @#= /source/usr/share/julia/JuliaLowering/src/desugaring.jl:3025 =#  └─ (<: Real)  └─ (<: Real)  └─ (<: Real)  └─ (<: Real)  ├─ @ /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:19  └─ (macrocall @doc :(#= /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:3 =#) "Discretize the polygon given by the (complex) entries of Z.\n\n# Arguments\n- `z`: Polygon vertices given as complex values. Pass an empty array for the unit disk.\n Pass a single value for a disk centered at that value. Pass two values for Chebyshev points.\n- `include_interior_points`: Whether to return interior points.\n- `npts`: Number of boundary points to return.\n- `nptsint`: Minimum number of interior points (more than this may be returned).\n\n# Return values\n- `boundary_points`: Boundary points (`npts` of these), followed by the input\n polygon vertices, with an additional final vertex equal to the first vertex.\n- `interior_points`: Interior points, if specified to be returned, otherwise an\n empty vector. If specified, there will be at least `nptsint` of these.\n" (function (where (call discretizepolygon (kw (:: z (curly Vector CT)) (vect)) (kw (:: include_interior_points Bool) false) (kw (:: npts Int) 10000) (kw (:: nptsint Int) 5)) (<: CT (curly Complex (<: Real)))) (block (if (call isempty z) (block (= z (vect (call CT 0))))) (if (call == (call length z) 1) (block (= zz (call .+ (ref z 1) (. cis (tuple (call / (call * 2 pi (call : 1 npts)) npts)))))) (elseif (block (call == (call length z) 2)) (block (= zz (call .+ (call * (call / (call - (ref z 2) (ref z 1)) 2) (call .+ (. cos (tuple (call / (call * pi (call : (call - npts 1) -1 0)) (call - npts 1)))) 1)) (ref z 1)))) (block (= z (vcat (ref z :) (ref z 1))) (= L (call sum (. abs (tuple (call diff z))))) (= ind 1) (= alph 0.0) (= zz (vect (ref z ind))) (= remL (call / L npts)) (while (call < (call length zz) npts) (block (= d (call abs (call - (ref z (call + ind 1)) (ref z ind)))) (if (call < (call * (call - 1 alph) d) remL) (block (unknown_head ind 1) (unknown_head remL (call * (call - 1 alph) d)) (= alph 0.0)) (block (unknown_head alph (call / remL d)) (= remL (call / L npts)) (call push! zz (call + (ref z ind) (call * alph (call - (ref z (call + ind 1)) (ref z ind)))))))))))) (call append! zz z) (= Z (call (curly Vector CT))) (if include_interior_points (block (if (call == (call length z) 2) (block (= xnr (call * 2 nptsint)) (if (call == (call & xnr 1) 0) (block (unknown_head xnr 1))) (= xpts (call range (ref z 1) (kw stop (ref z 2)) (kw length xnr))) (= Z (call collect (ref xpts (call : 2 2 end)))) (return (tuple zz Z)))) (= points (if (call == (call length z) 1) zz z)) (= realz (call real points)) (= imagz (call imag points)) (= (tuple real_min real_max) (call extrema realz)) (= (tuple imag_min imag_max) (call extrema imagz)) (= iter 0) (= spacing (call / (call / (call - real_max real_min) 2.0001) (call sqrt nptsint))) (while (call < (call length Z) nptsint) (block (unknown_head iter 1) (if (call > iter 10) (block (call error "Failed to find interior polygon points. Polygon too narrow? (Note that intervals should be given by their two endpoints only.)"))) (= xnr (call trunc Int (call / (call - real_max real_min) (call * 2 spacing)))) (= ynr (call trunc Int (call / (call - imag_max imag_min) (call * 2 spacing)))) (unknown_head spacing (call sqrt (call sqrt 2))) (if (|| (call <= xnr 1) (call <= ynr 1)) (block (continue))) (= xpts (call range real_min (kw stop real_max) (kw length xnr))) (= xpts (ref xpts (call : 2 2 end))) (= ypts (call range (call - imag_min (call eps)) (kw stop (call + imag_max (call eps))) (kw length ynr))) (= ypts (ref ypts (call : 2 2 end))) (= Z (:: (comprehension (flatten (generator (generator (call + x (call * y im)) (= y ypts)) (= x xpts)))) (curly Vector CT))) (= Z (call filter (-> p (block (call inpolygon (call real p) (call imag p) realz imagz))) Z)))))) (return (tuple zz Z)))))  └─ @ /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:3  Stacktrace:  [1] iterate(A::Base.JuliaSyntax.SyntaxList{Dict{Symbol, Dict{Int64, Any}}, Vector{Int64}})  @ Base /source/usr/share/julia/JuliaLowering/src/ast.jl:23 [inlined]  [2] renumber_body(ctx::Base.JuliaLowering.LinearIRContext{Dict{Symbol, Dict{Int64, Any}}}, input_code::Base.JuliaSyntax.SyntaxList{Dict{Symbol, Dict{Int64, Any}}, Vector{Int64}}, slot_rewrites::Dict{Int64, Int64})  @ Base.JuliaLowering /source/usr/share/julia/JuliaLowering/src/linear_ir.jl:1106  [3] compile_lambda(outer_ctx::Base.JuliaLowering.LinearIRContext{Dict{Symbol, Dict{Int64, Any}}}, ex::Base.JuliaSyntax.SyntaxTree{Dict{Symbol, Dict{Int64, Any}}})  @ Base.JuliaLowering /source/usr/share/julia/JuliaLowering/src/linear_ir.jl:1223  [4] linearize_ir(ctx::Base.JuliaLowering.ClosureConversionCtx{Dict{Symbol, Dict{Int64, Any}}}, ex::Base.JuliaSyntax.SyntaxTree{Dict{Symbol, Dict{Int64, Any}}})  @ Base.JuliaLowering /source/usr/share/julia/JuliaLowering/src/linear_ir.jl:1253  [5] core_lowering_hook(code::Any, mod::Module, file::String, line::UInt64, world::UInt64, _warn::Bool)  @ Base.JuliaLowering /source/usr/share/julia/JuliaLowering/src/hooks.jl:33  [6] include(mapexpr::Function, mod::Module, _path::String)  @ Base ./Base.jl:327  [7] top-level scope  @ ~/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/RKHelper.jl:1  [8] macro expansion  @ ~/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/RKHelper.jl:8 [inlined]  [9] eval(m::Module, e::Any)  @ Core ./boot.jl:517  [10] _eval(mod::Module, iter::Base.JuliaLowering.LoweringIterator{Dict{Symbol, Dict{Int64, Any}}}; soft_scope::Nothing)  @ Base.JuliaLowering /source/usr/share/julia/JuliaLowering/src/eval.jl:494  [11] _eval  @ /source/usr/share/julia/JuliaLowering/src/eval.jl:475 [inlined]  [12] #eval#134  @ /source/usr/share/julia/JuliaLowering/src/eval.jl:467 [inlined]  [13] top-level scope  @ ~/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/RKHelper.jl:1  [14] macro expansion  @ ~/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/RKHelper.jl:1 [inlined]  [15] include(mapexpr::Function, mod::Module, _path::String)  @ Base ./Base.jl:327  [16] top-level scope  @ ~/.julia/packages/NonlinearEigenproblems/HkMZG/src/NonlinearEigenproblems.jl:18  [17] include(mod::Module, _path::String)  @ Base ./Base.jl:326  [18] include_package_for_output(pkg::Base.PkgId, input::String, syntax_version::VersionNumber, depot_path::Vector{String}, dl_load_path::Vector{String}, load_path::Vector{String}, concrete_deps::Vector{Pair{Base.PkgId, UInt128}}, source::Nothing)  @ Base ./loading.jl:3271  [19] top-level scope  @ stdin:5  [20] eval(m::Module, e::Any)  @ Core ./boot.jl:517  [21] include_string(mapexpr::typeof(identity), mod::Module, code::String, filename::String)  @ Base ./loading.jl:3113  [22] push!(a::Vector{SubString{String}}, item::String)  @ Base ./loading.jl:3123 [inlined]  [23] exec_options(opts::Base.JLOptions)  @ Base ./client.jl:353  [24] _start()  @ Base ./client.jl:596 in expression starting at /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/discretizepolygon.jl:3 in expression starting at /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/rk_helper/RKHelper.jl:1 in expression starting at /home/pkgeval/.julia/packages/NonlinearEigenproblems/HkMZG/src/NonlinearEigenproblems.jl:1 in expression starting at stdin:5 1 dependency had output during precompilation: ┌ NonlinearEigenproblems │ [Output was shown above] └ ERROR: The following 1 package failed to precompile: NonlinearEigenproblems Failed to precompile NonlinearEigenproblems [067cfa3b-fa88-53b2-a873-5b23b3a16e31] to "/home/pkgeval/.julia/compiled/v1.14/NonlinearEigenproblems/jl_wXXsGo" (ProcessExited(1)). Loading failed after 177.84s ERROR: LoadError: failed process: Process(`/opt/julia/bin/julia -C native -J/opt/julia/lib/julia/sys.so -g1 --check-bounds=yes --inline=yes --check-bounds=yes --pkgimages=existing -e 'using NonlinearEigenproblems'`, ProcessExited(1)) [1] Stacktrace: [1] spawn_opts_inherit() @ Base ./process.jl:612 [inlined] [2] run(::Cmd; wait::Bool) @ Base ./process.jl:525 [3] run(::Cmd) @ Base ./process.jl:522 [4] top-level scope @ /PkgEval.jl/scripts/evaluate.jl:197 [5] include(mod::Module, _path::String) @ Base ./Base.jl:326 [6] exec_options(opts::Base.JLOptions) @ Base ./client.jl:355 [7] _start() @ Base ./client.jl:596 in expression starting at /PkgEval.jl/scripts/evaluate.jl:188 PkgEval failed after 1124.28s: package fails to precompile