Package evaluation to test Chevie on Julia 1.14.0-DEV.1395 (a32911ae58*) started at 2025-12-21T15:06:36.134 ################################################################################ # Set-up # Installing PkgEval dependencies (TestEnv)... Activating project at `~/.julia/environments/v1.14` Set-up completed after 8.87s ################################################################################ # Installation # Installing Chevie... Resolving package versions... Updating `~/.julia/environments/v1.14/Project.toml` [367f69f0] + Chevie v0.1.11 Updating `~/.julia/environments/v1.14/Manifest.toml` [36d08e8a] + AbstractPermutations v0.3.3 [367f69f0] + Chevie v0.1.11 [a6b051d1] + Combinat v0.1.5 [05fb067e] + CycPols v0.1.4 [c380f8b6] + CyclotomicNumbers v0.1.10 [bbb6641c] + FiniteFields v0.1.1 [580d1d9c] + FinitePosets v0.1.5 [2304d612] + GenLinearAlgebra v0.1.3 [a98d1166] + GenericDecMats v0.1.2 [e70aea02] + GroupPresentations v0.1.1 [d5909c97] + GroupsCore v0.5.2 [18e54dd8] + IntegerMathUtils v0.1.3 ⌅ [682c06a0] + JSON v0.21.4 [10b2801c] + LaurentPolynomials v0.1.6 [f23b31af] + MatInt v0.1.2 [4249f315] + ModuleElts v0.1.5 [bac558e1] + OrderedCollections v1.8.1 [69de0a69] + Parsers v2.8.3 [0b63354f] + PermGroups v0.2.19 [aea7be01] + PrecompileTools v1.3.3 [21216c6a] + Preferences v1.5.1 [27ebfcd6] + Primes v0.5.7 [f53aee1f] + PuiseuxPolynomials v0.1.8 [189a3867] + Reexport v1.2.2 [ae029012] + Requires v1.3.1 [87930f55] + SignedPerms v0.1.2 [b01ca8d2] + UsingMerge v0.0.7 [0dad84c5] + ArgTools v1.1.2 [56f22d72] + Artifacts v1.11.0 [2a0f44e3] + Base64 v1.11.0 [ade2ca70] + Dates v1.11.0 [f43a241f] + Downloads v1.7.0 [7b1f6079] + FileWatching v1.11.0 [ac6e5ff7] + JuliaSyntaxHighlighting v1.13.0 [b27032c2] + LibCURL v1.0.0 [76f85450] + LibGit2 v1.11.0 [8f399da3] + Libdl v1.11.0 [37e2e46d] + LinearAlgebra v1.13.0 [56ddb016] + Logging v1.11.0 [d6f4376e] + Markdown v1.11.0 [a63ad114] + Mmap v1.11.0 [ca575930] + NetworkOptions v1.3.0 [44cfe95a] + Pkg v1.14.0 [de0858da] + Printf v1.11.0 [9a3f8284] + Random v1.11.0 [ea8e919c] + SHA v1.0.0 [9e88b42a] + Serialization v1.11.0 [2f01184e] + SparseArrays v1.13.0 [f489334b] + StyledStrings v1.13.0 [fa267f1f] + TOML v1.0.3 [a4e569a6] + Tar v1.10.0 [cf7118a7] + UUIDs v1.11.0 [4ec0a83e] + Unicode v1.11.0 [e66e0078] + CompilerSupportLibraries_jll v1.3.0+1 [deac9b47] + LibCURL_jll v8.17.0+0 [e37daf67] + LibGit2_jll v1.9.2+0 [29816b5a] + LibSSH2_jll v1.11.3+1 [14a3606d] + MozillaCACerts_jll v2025.12.2 [4536629a] + OpenBLAS_jll v0.3.29+0 [458c3c95] + OpenSSL_jll v3.5.4+0 [efcefdf7] + PCRE2_jll v10.47.0+0 [bea87d4a] + SuiteSparse_jll v7.10.1+0 [83775a58] + Zlib_jll v1.3.1+2 [3161d3a3] + Zstd_jll v1.5.7+1 [8e850b90] + libblastrampoline_jll v5.15.0+0 [8e850ede] + nghttp2_jll v1.68.0+1 [3f19e933] + p7zip_jll v17.7.0+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 4.06s ################################################################################ # Precompilation # ERROR: LoadError: MethodError: no method matching setindex!(::Base.ScopedValues.ScopedValue{IO}, ::Nothing) The function `setindex!` exists, but no method is defined for this combination of argument types. Stacktrace: [1] top-level scope @ /PkgEval.jl/scripts/precompile.jl:10 [2] include(mod::Module, _path::String) @ Base ./Base.jl:309 [3] exec_options(opts::Base.JLOptions) @ Base ./client.jl:344 [4] _start() @ Base ./client.jl:577 in expression starting at /PkgEval.jl/scripts/precompile.jl:6 caused by: MethodError: no method matching setindex!(::Base.ScopedValues.ScopedValue{IO}, ::Base.DevNull) The function `setindex!` exists, but no method is defined for this combination of argument types. Stacktrace: [1] top-level scope @ /PkgEval.jl/scripts/precompile.jl:7 [2] include(mod::Module, _path::String) @ Base ./Base.jl:309 [3] exec_options(opts::Base.JLOptions) @ Base ./client.jl:344 [4] _start() @ Base ./client.jl:577 Precompilation failed after 12.94s ################################################################################ # Testing # Testing Chevie Status `/tmp/jl_S05P7U/Project.toml` [367f69f0] Chevie v0.1.11 [a6b051d1] Combinat v0.1.5 [05fb067e] CycPols v0.1.4 [c380f8b6] CyclotomicNumbers v0.1.10 [bbb6641c] FiniteFields v0.1.1 [580d1d9c] FinitePosets v0.1.5 [2304d612] GenLinearAlgebra v0.1.3 [a98d1166] GenericDecMats v0.1.2 [e70aea02] GroupPresentations v0.1.1 [10b2801c] LaurentPolynomials v0.1.6 [f23b31af] MatInt v0.1.2 [4249f315] ModuleElts v0.1.5 [bac558e1] OrderedCollections v1.8.1 [0b63354f] PermGroups v0.2.19 [27ebfcd6] Primes v0.5.7 [f53aee1f] PuiseuxPolynomials v0.1.8 [189a3867] Reexport v1.2.2 [87930f55] SignedPerms v0.1.2 [b01ca8d2] UsingMerge v0.0.7 [37e2e46d] LinearAlgebra v1.13.0 [2f01184e] SparseArrays v1.13.0 [8dfed614] Test v1.11.0 Status `/tmp/jl_S05P7U/Manifest.toml` [36d08e8a] AbstractPermutations v0.3.3 [367f69f0] Chevie v0.1.11 [a6b051d1] Combinat v0.1.5 [05fb067e] CycPols v0.1.4 [c380f8b6] CyclotomicNumbers v0.1.10 [bbb6641c] FiniteFields v0.1.1 [580d1d9c] FinitePosets v0.1.5 [2304d612] GenLinearAlgebra v0.1.3 [a98d1166] GenericDecMats v0.1.2 [e70aea02] GroupPresentations v0.1.1 [d5909c97] GroupsCore v0.5.2 [18e54dd8] IntegerMathUtils v0.1.3 ⌅ [682c06a0] JSON v0.21.4 [10b2801c] LaurentPolynomials v0.1.6 [f23b31af] MatInt v0.1.2 [4249f315] ModuleElts v0.1.5 [bac558e1] OrderedCollections v1.8.1 [69de0a69] Parsers v2.8.3 [0b63354f] PermGroups v0.2.19 [aea7be01] PrecompileTools v1.3.3 [21216c6a] Preferences v1.5.1 [27ebfcd6] Primes v0.5.7 [f53aee1f] PuiseuxPolynomials v0.1.8 [189a3867] Reexport v1.2.2 [ae029012] Requires v1.3.1 [87930f55] SignedPerms v0.1.2 [b01ca8d2] UsingMerge v0.0.7 [0dad84c5] ArgTools v1.1.2 [56f22d72] Artifacts v1.11.0 [2a0f44e3] Base64 v1.11.0 [ade2ca70] Dates v1.11.0 [f43a241f] Downloads v1.7.0 [7b1f6079] FileWatching v1.11.0 [b77e0a4c] InteractiveUtils v1.11.0 [ac6e5ff7] JuliaSyntaxHighlighting v1.13.0 [b27032c2] LibCURL v1.0.0 [76f85450] LibGit2 v1.11.0 [8f399da3] Libdl v1.11.0 [37e2e46d] LinearAlgebra v1.13.0 [56ddb016] Logging v1.11.0 [d6f4376e] Markdown v1.11.0 [a63ad114] Mmap v1.11.0 [ca575930] NetworkOptions v1.3.0 [44cfe95a] Pkg v1.14.0 [de0858da] Printf v1.11.0 [9a3f8284] Random v1.11.0 [ea8e919c] SHA v1.0.0 [9e88b42a] Serialization v1.11.0 [2f01184e] SparseArrays v1.13.0 [f489334b] StyledStrings v1.13.0 [fa267f1f] TOML v1.0.3 [a4e569a6] Tar v1.10.0 [8dfed614] Test v1.11.0 [cf7118a7] UUIDs v1.11.0 [4ec0a83e] Unicode v1.11.0 [e66e0078] CompilerSupportLibraries_jll v1.3.0+1 [deac9b47] LibCURL_jll v8.17.0+0 [e37daf67] LibGit2_jll v1.9.2+0 [29816b5a] LibSSH2_jll v1.11.3+1 [14a3606d] MozillaCACerts_jll v2025.12.2 [4536629a] OpenBLAS_jll v0.3.29+0 [458c3c95] OpenSSL_jll v3.5.4+0 [efcefdf7] PCRE2_jll v10.47.0+0 [bea87d4a] SuiteSparse_jll v7.10.1+0 [83775a58] Zlib_jll v1.3.1+2 [3161d3a3] Zstd_jll v1.5.7+1 [8e850b90] libblastrampoline_jll v5.15.0+0 [8e850ede] nghttp2_jll v1.68.0+1 [3f19e933] p7zip_jll v17.7.0+0 Info Packages marked with ⌅ have new versions available but compatibility constraints restrict them from upgrading. Testing Running tests... # CyclotomicNumbers adds 1 method to LaurentPolynomials.coefficients # CyclotomicNumbers adds 1 method to Perms.order # CyclotomicNumbers adds 8 methods to LaurentPolynomials.root # FiniteFields adds 2 methods to LaurentPolynomials.degree # FiniteFields adds 1 method to Groups.elements # FiniteFields adds 2 methods to Perms.order WARNING: Wrapping `Vararg` directly in UnionAll is deprecated (wrap the tuple instead). You may need to write `f(x::Vararg{T})` rather than `f(x::Vararg{<:T})` or `f(x::Vararg{T}) where T` instead of `f(x::Vararg{T} where T)`. To make this warning an error, and hence obtain a stack trace, use `julia --depwarn=error`. reading Chevie data: for G(de,e,n) 16.584 seconds for Aₙ 0.126 seconds for Bₙ and Cₙ 0.203 seconds for Dₙ 0.485 seconds for ³D₄ 1.419 seconds for ²Aₙ 0.060 seconds for ²Dₙ 0.110 seconds for ᵗG(e,e,n) 0.050 seconds for G₂ 0.612 seconds for I₂(e) 0.136 seconds for ²I₂(e) 0.140 seconds for G₄-G₂₂ 46.834 seconds for H₃ 1.543 seconds for G₂₄ 5.407 seconds for G₂₅ 60.20 seconds for G₂₆ 2.686 seconds for G₂₇ 4.274 seconds for F₄ 3.209 seconds for ²F₄ 1.129 seconds for G₂₉ 3.798 seconds for H₄ 14.198 seconds for G₃₁ 3.186 seconds for G₃₂ 25.998 seconds for G₃₃ 3.327 seconds for G₃₄ 14.356 seconds for E₆ 1.261 seconds for ²E₆ 0.358 seconds for E₇ 2.046 seconds for E₈ 2.662 seconds for several groups 6.225 seconds 1 dependency had output during precompilation: ┌ Chevie │ [Output was shown above] └ ┌ Warning: The call to compilecache failed to create a usable precompiled cache file for Chevie [367f69f0-ca63-11e8-2372-438b29340c1b] │ exception = Required dependency Base.PkgId(Base.UUID("682c06a0-de6a-54ab-a142-c8b1cf79cde6"), "JSON") failed to load from a cache file. └ @ Base loading.jl:2923 # CyclotomicNumbers adds 1 method to LaurentPolynomials.coefficients # CyclotomicNumbers adds 1 method to Perms.order # CyclotomicNumbers adds 8 methods to LaurentPolynomials.root # FiniteFields adds 2 methods to LaurentPolynomials.degree # FiniteFields adds 1 method to Groups.elements # FiniteFields adds 2 methods to Perms.order WARNING: Wrapping `Vararg` directly in UnionAll is deprecated (wrap the tuple instead). You may need to write `f(x::Vararg{T})` rather than `f(x::Vararg{<:T})` or `f(x::Vararg{T}) where T` instead of `f(x::Vararg{T} where T)`. To make this warning an error, and hence obtain a stack trace, use `julia --depwarn=error`. ┌ Warning: Error requiring `Chevie` from `GenericDecMats` │ exception = │ ConcurrencyViolationError("deadlock detected in loading Chevie using Chevie (while loading GenericDecMats)") │ Stacktrace: │ [1] canstart_loading(modkey::Base.PkgId, build_id::UInt128, stalecheck::Bool) │ @ Base ./loading.jl:2382 │ [2] start_loading(modkey::Base.PkgId, build_id::UInt128, stalecheck::Bool) │ @ Base ./loading.jl:2390 │ [3] _require_prelocked(uuidkey::Base.PkgId, env::Nothing) │ @ Base ./loading.jl:2692 │ [4] _require_prelocked │ @ ./loading.jl:2691 [inlined] │ [5] macro expansion │ @ ./lock.jl:376 [inlined] │ [6] __require(uuidkey::Base.PkgId) │ @ Base ./loading.jl:2689 │ [7] require(uuidkey::Base.PkgId) │ @ Base ./loading.jl:2687 │ [8] top-level scope │ @ ~/.julia/packages/GenericDecMats/1iVj4/src/GenericDecMats.jl:347 │ [9] eval(m::Module, e::Any) │ @ Core ./boot.jl:489 │ [10] EvalInto │ @ ./boot.jl:494 [inlined] │ [11] (::GenericDecMats.var"#__init__##10#__init__##11")() │ @ GenericDecMats ~/.julia/packages/Requires/1eCOK/src/require.jl:101 │ [12] macro expansion │ @ ./timing.jl:502 [inlined] │ [13] err(f::Any, listener::Module, modname::String, file::String, line::Any) │ @ Requires ~/.julia/packages/Requires/1eCOK/src/require.jl:47 │ [14] (::GenericDecMats.var"#__init__##8#__init__##9")() │ @ GenericDecMats ~/.julia/packages/Requires/1eCOK/src/require.jl:100 │ [15] withpath(f::Any, path::String) │ @ Requires ~/.julia/packages/Requires/1eCOK/src/require.jl:37 │ [16] (::GenericDecMats.var"#__init__##6#__init__##7")() │ @ GenericDecMats ~/.julia/packages/Requires/1eCOK/src/require.jl:99 │ [17] listenpkg(f::Any, pkg::Base.PkgId) │ @ Requires ~/.julia/packages/Requires/1eCOK/src/require.jl:20 │ [18] macro expansion │ @ ~/.julia/packages/Requires/1eCOK/src/require.jl:98 [inlined] │ [19] __init__() │ @ GenericDecMats ~/.julia/packages/GenericDecMats/1iVj4/src/GenericDecMats.jl:346 │ [20] run_module_init(mod::Module, i::Int64) │ @ Base ./loading.jl:1579 │ [21] register_restored_modules(sv::Core.SimpleVector, pkg::Base.PkgId, path::String) │ @ Base ./loading.jl:1567 │ [22] _include_from_serialized(pkg::Base.PkgId, path::String, ocachepath::Nothing, depmods::Vector{Any}; register::Bool) │ @ Base ./loading.jl:1455 │ [23] _include_from_serialized │ @ ./loading.jl:1412 [inlined] │ [24] _require_search_from_serialized(pkg::Base.PkgId, sourcespec::Base.PkgLoadSpec, build_id::UInt128, stalecheck::Bool; reasons::Dict{String, Int64}, DEPOT_PATH::Vector{String}) │ @ Base ./loading.jl:2287 │ [25] _require_search_from_serialized │ @ ./loading.jl:2181 [inlined] │ [26] __require_prelocked(pkg::Base.PkgId, env::String) │ @ Base ./loading.jl:2838 │ [27] _require_prelocked(uuidkey::Base.PkgId, env::String) │ @ Base ./loading.jl:2697 │ [28] macro expansion │ @ ./loading.jl:2625 [inlined] │ [29] macro expansion │ @ ./lock.jl:376 [inlined] │ [30] __require(into::Module, mod::Symbol) │ @ Base ./loading.jl:2589 │ [31] require │ @ ./loading.jl:2565 [inlined] │ [32] eval_import_path │ @ ./module.jl:36 [inlined] │ [33] eval_import_path_all(at::Module, path::Expr, keyword::String) │ @ Base ./module.jl:60 │ [34] _eval_using │ @ ./module.jl:137 [inlined] │ [35] _eval_using(to::Module, path::Expr) │ @ Base ./module.jl:137 │ [36] top-level scope │ @ ~/.julia/packages/Chevie/CvV6u/src/gendec.jl:2 │ [37] include(mapexpr::Function, mod::Module, _path::String) │ @ Base ./Base.jl:310 │ [38] top-level scope │ @ ~/.julia/packages/Chevie/CvV6u/src/Chevie.jl:154 │ [39] include(mod::Module, _path::String) │ @ Base ./Base.jl:309 │ [40] __require_prelocked(pkg::Base.PkgId, env::String) │ @ Base ./loading.jl:2946 │ [41] _require_prelocked(uuidkey::Base.PkgId, env::String) │ @ Base ./loading.jl:2697 │ [42] macro expansion │ @ ./loading.jl:2625 [inlined] │ [43] macro expansion │ @ ./lock.jl:376 [inlined] │ [44] __require(into::Module, mod::Symbol) │ @ Base ./loading.jl:2589 │ [45] require │ @ ./loading.jl:2565 [inlined] │ [46] eval_import_path │ @ ./module.jl:36 [inlined] │ [47] eval_import_path_all(at::Module, path::Expr, keyword::String) │ @ Base ./module.jl:60 │ [48] _eval_using │ @ ./module.jl:137 [inlined] │ [49] _eval_using(to::Module, path::Expr) │ @ Base ./module.jl:137 │ [50] top-level scope │ @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:2 │ [51] include(mapexpr::Function, mod::Module, _path::String) │ @ Base ./Base.jl:310 │ [52] top-level scope │ @ none:6 │ [53] eval(m::Module, e::Any) │ @ Core ./boot.jl:489 │ [54] exec_options(opts::Base.JLOptions) │ @ Base ./client.jl:310 │ [55] _start() │ @ Base ./client.jl:577 └ @ Requires ~/.julia/packages/Requires/1eCOK/src/require.jl:51 reading Chevie data: for G(de,e,n) 55.393 seconds for Aₙ 0.088 seconds for Bₙ and Cₙ 0.150 seconds for Dₙ 0.476 seconds for ³D₄ 2.173 seconds for ²Aₙ 0.045 seconds for ²Dₙ 0.084 seconds for ᵗG(e,e,n) 0.038 seconds for G₂ 0.762 seconds for I₂(e) 0.094 seconds for ²I₂(e) 0.097 seconds for G₄-G₂₂ 54.295 seconds for H₃ 2.265 seconds for G₂₄ 8.466 seconds for G₂₅ 59.905 seconds for G₂₆ 10.679 seconds for G₂₇ 6.214 seconds for F₄ 5.693 seconds for ²F₄ 2.441 seconds for G₂₉ 7.011 seconds for H₄ 23.748 seconds for G₃₁ 2.733 seconds for G₃₂ 34.405 seconds for G₃₃ 3.214 seconds for G₃₄ 14.626 seconds for E₆ 1.814 seconds for ²E₆ 0.748 seconds for E₇ 3.582 seconds for E₈ 5.619 seconds for several groups 15.55 seconds Algebras.jl G=symmetric_group(5) Algebras.jl Algebras.pprimesections(G,2) Algebras.jl Algebras.pprimesections(G,3) Algebras.jl W=coxgroup(:B,4) Algebras.jl A=SolomonAlgebra(W) Algebras.jl X=A.xbasis; X(1,2,3)*X(2,4) Algebras.jl W.solomon_subsets Algebras.jl W.solomon_conjugacy Algebras.jl Algebras.injection(A)(X(1,2,3)) Chars.jl W=coxgroup(:A,3) Chars.jl CharTable(W) Chars.jl W=coxgroup(:G,2) Chars.jl ct=CharTable(W) Chars.jl ct.charnames Chars.jl ct.classnames Chars.jl m=cartan(:A,3) Chars.jl schur_functor(m,[2,2]) Chars.jl fakedegree(coxgroup(:A,2),[[2,1]],Pol(:q)) Chars.jl fakedegrees(coxgroup(:A,2),Pol(:q)) Chars.jl charinfo(coxgroup(:G,2)).charparams Chars.jl charinfo(coxgroup(:G,2)) Chars.jl charinfo(complex_reflection_group(24)) Chars.jl W=coxgroup(:D,4) Chars.jl detPerm(W) Chars.jl W=complex_reflection_group(4) Chars.jl conjPerm(W) Chars.jl classinfo(coxgroup(:A,2)) Chars.jl W=spets(coxgroup(:D,4),Perm(1,2,4)) Chars.jl CharTable(W) Chars.jl WF=rootdatum("3D4") Chars.jl on_chars(Group(WF),WF.phi) Chars.jl representation(complex_reflection_group(24),3) Chars.jl representations(coxgroup(:B,2)) Chars.jl W=coxgroup(:H,3) Chars.jl g=Wgraph(W,3) Chars.jl WGraphToRepresentation(3,g,Pol(:x)) Chars.jl W=coxgroup(:G,2) Chars.jl charnames(W;limit=true) Chars.jl charnames(W;TeX=true) Chars.jl charnames(W;spaltenstein=true,limit=true) Chars.jl charnames(W;spaltenstein=true,TeX=true) Chars.jl g=coxgroup(:G,2) Chars.jl u=reflection_subgroup(g,[1,6]) Chars.jl t=induction_table(u,g) Chars.jl W=coxgroup(:D,4) Chars.jl H=reflection_subgroup(W,[1,3]) Chars.jl j_induction_table(H,W) Chars.jl W=coxgroup(:D,4) Chars.jl H=reflection_subgroup(W,[1,3]) Chars.jl J_induction_table(H,W) Chars.jl W=complex_reflection_group(4);@Mvp x,y Chars.jl discriminant(W)(x,y) ComplexR.jl G=complex_reflection_group(4) ComplexR.jl degrees(G) ComplexR.jl length(G) ComplexR.jl W*coxgroup(:A,2) ComplexR.jl complex_reflection_group(1,1,3) ComplexR.jl crg(4) ComplexR.jl W=complex_reflection_group(30) ComplexR.jl degrees(W) ComplexR.jl length(W) ComplexR.jl W=coxgroup(:E,6) ComplexR.jl WF=spets(W) ComplexR.jl phi=W(6,5,4,2,3,1,4,3,5,4,2,6,5,4,3,1); ComplexR.jl HF=subspets(WF,2:5,phi) ComplexR.jl diagram(HF) ComplexR.jl degrees(HF) ComplexR.jl W=complex_reflection_group(4) ComplexR.jl codegrees(W) ComplexR.jl W=coxgroup(:B,2) ComplexR.jl hyperplane_orbits(W) ComplexR.jl W=crg(8); ComplexR.jl r=reflections(W)[7] ComplexR.jl r.rootno ComplexR.jl r.eigen ComplexR.jl r.W ComplexR.jl r==Reflection(W,1,-1) ComplexR.jl Reflection(W,1) ComplexR.jl root(r) ComplexR.jl coroot(r) ComplexR.jl Matrix(r) ComplexR.jl hyperplane(r) ComplexR.jl hyperplane(r)*Matrix(r)==hyperplane(r) ComplexR.jl isdistinguished(r) ComplexR.jl exponent(r) ComplexR.jl Perm(r) ComplexR.jl hyperplane_orbit(r) ComplexR.jl position_class(r) ComplexR.jl simple_rep(r) ComplexR.jl word(r) ComplexR.jl W=crg(4) ComplexR.jl reflections(W) Cosets.jl W=complex_reflection_group(14) Cosets.jl R=reflection_subgroup(W,[2,4]) Cosets.jl RF=spets(R,W(1)) Cosets.jl degrees(RF) Cosets.jl W=coxgroup(:B,2) Cosets.jl W=coxgroup(:Bsym,2) Cosets.jl WF=spets(W,Perm(1,2)) Cosets.jl CharTable(WF) Cosets.jl W=coxgroup(:Bsym,2) Cosets.jl WF=spets(W,Perm(1,2)) Cosets.jl subspets(WF,Int[],W(1)) Cosets.jl W=coxgroup(:B,2) Cosets.jl twistings(W,[1]) Cosets.jl twistings(W,[2]) Cosets.jl W=coxgroup(:B,2) Cosets.jl twistings(W,[2,4]) Cosets.jl W=coxgroup(:E,6) Cosets.jl WF=spets(W,Perm(1,6)*Perm(3,5)) Cosets.jl twistings(W,2:5) Cosets.jl twistings(WF,2:5) Cosets.jl W=coxgroup(:D,4) Cosets.jl graph_automorphisms(refltype(W*W)) Cosets.jl twistings(coxgroup(:A,3)*coxgroup(:A,3)) Cosets.jl twistings(coxgroup(:D,4)) Cosets.jl W=rootdatum(:so,8) Cosets.jl twistings(W) Cosets.jl W=rootdatum(:gl,3) Cosets.jl gu3=spets(W,-reflrep(W,W())) Cosets.jl F4=coxgroup(:F,4);D4=reflection_subgroup(F4,[1,2,16,48]) Cosets.jl spets(D4,[1 0 0 0;0 1 2 0;0 0 0 1;0 0 -1 -1]) Cosets.jl W=coxgroup(:A,3) Cosets.jl spets(W,Perm(1,3)) Cosets.jl torus([0 -1;1 -1]) Cosets.jl W=coxgroup(:A,3) Cosets.jl twistings(W,Int[]) Cosets.jl torus(W,2) Cosets.jl WF=spets(W,Perm(1,3)) Cosets.jl twistings(WF,Int[]) Cosets.jl torus(WF,2) Cosets.jl W=coxgroup(:D,4) Cosets.jl WF=spets(W,Perm(1,2,4)) Cosets.jl u=unichar(W,2) Cosets.jl F=Frobenius(WF);F(u) Cosets.jl F(u,-1) Cosets.jl F(1) Cosets.jl WF=spets(coxgroup(:F,4)) Cosets.jl w=transporting_elt(Group(WF),[1,2,9,16],[1,9,16,2],ontuples); Cosets.jl LF=subspets(WF,[1,2,9,16],w) Cosets.jl diagram(LF) Cosets.jl spets("3G422") ##### Warning: cartantypes for crg(4,2,2)=Cyc{Rational{Int64}}[-E(3,2)] exec="(ζ₃²(-1-√-1)/2)₄‚₂‚₂" manl="₄‚₂‚₂" Cosets.jl: Test Failed at /home/pkgeval/.julia/packages/Chevie/CvV6u/test/runtests.jl:166 Expression: mytest("Cosets.jl", "spets(\"3G422\")", "³G₄‚₂‚₂") Stacktrace: [1] top-level scope @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:16 [2] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [3] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:117 [inlined] [4] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [5] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:166 [inlined] [6] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:753 [inlined] Cosets.jl spets("2G5") Cosets.jl spets("3G333") Cosets.jl spets("3pG333") Cosets.jl spets("4G333") CoxGroups.jl W=coxsym(4) CoxGroups.jl p=W(1,3,2,1,3) CoxGroups.jl word(W,p) CoxGroups.jl word(W,longest(W)) CoxGroups.jl w0=longest(W) CoxGroups.jl length(W,w0) CoxGroups.jl map(w->word(W,w),refls(W,1:nref(W))) CoxGroups.jl [length(elements(W,i)) for i in 0:nref(W)] CoxGroups.jl W=coxsym(3) CoxGroups.jl firstleftdescent(W,Perm(2,3)) CoxGroups.jl W=coxsym(3) CoxGroups.jl leftdescents(W,Perm(1,3)) CoxGroups.jl W=coxgroup(:A,3) CoxGroups.jl w=perm"(1,11)(3,10)(4,9)(5,7)(6,12)" CoxGroups.jl w in W CoxGroups.jl word(W,w) CoxGroups.jl W=coxsym(4) CoxGroups.jl p=W(1,2,3,1,2,3) CoxGroups.jl length(W,p) CoxGroups.jl word(W,p) CoxGroups.jl W=coxgroup(:G,2) CoxGroups.jl H=reflection_subgroup(W,[2,6]) CoxGroups.jl word.(Ref(W),unique(reduced.(Ref(H),elements(W)))) CoxGroups.jl W=coxgroup(:G,2) CoxGroups.jl H=reflection_subgroup(W,[2,6]) CoxGroups.jl [word(W,w) for S in reduced(H,W) for w in S] CoxGroups.jl W=coxgroup(:H,3) CoxGroups.jl w=W(1,2,1,3); CoxGroups.jl b=filter(x->bruhatless(W,x,w),elements(W)); CoxGroups.jl word.(Ref(W),b) CoxGroups.jl W=coxsym(3) CoxGroups.jl bruhatless(W,Perm(1,3)) CoxGroups.jl W=coxsym(3) CoxGroups.jl bruhatPoset(W) CoxGroups.jl p=Poset((x,y)->bruhatless(W,x,y),elements(W)) CoxGroups.jl p.show_element=(io,x,n)->join(io,word(W,x.elements[n])); CoxGroups.jl p CoxGroups.jl W=coxsym(4) CoxGroups.jl bruhatPoset(W,W(1,3)) CoxGroups.jl W=coxgroup(:A,3) CoxGroups.jl words(W,longest(W)) CoxGroups.jl W=coxgroup(:A,3) CoxGroups.jl inversions(W,W(1,2,1)) CoxGroups.jl CoxGroups.standard_parabolic_class(coxgroup(:E,8),[7,8]) CoxGroups.jl C=cartan(:H,3) CoxGroups.jl coxmat(C) CoxGroups.jl W=coxsym(4) CoxGroups.jl coxmat(W) CoxGroups.jl W=complex_reflection_group(29) CoxGroups.jl braid_relations(W) CoxGroups.jl longest(coxsym(4)) CoxGroups.jl longest(coxsym(4)) CoxGroups.jl W=coxsym(3) CoxGroups.jl gens(W) CoxGroups.jl e=elements(W) CoxGroups.jl length.(Ref(W),e) CoxGroups.jl W=coxsym(3) CoxGroups.jl isleftdescent(W,Perm(1,2),1) CoxGroups.jl W=coxsym(3) CoxGroups.jl isrightdescent(W,Perm(1,2),1) CoxGroups.jl elements(coxhyp(2)) CoxGroups.jl W=coxgroup([2 -2;-2 2]) CoxGroups.jl gens(W) Diagrams.jl diagram(coxgroup(:E,8)) Diagrams.jl diagram(crg(33)) Eigenspaces.jl W=coxgroup(:E,8) Eigenspaces.jl relative_degrees(W,4) Eigenspaces.jl regular_eigenvalues(coxgroup(:G,2)) Eigenspaces.jl W=complex_reflection_group(6) Eigenspaces.jl L=twistings(W,[2])[4] Eigenspaces.jl regular_eigenvalues(L) Eigenspaces.jl W=coxgroup(:E,8) Eigenspaces.jl position_regular_class(W,30) Eigenspaces.jl W=complex_reflection_group(6) Eigenspaces.jl L=twistings(W,[2])[4] Eigenspaces.jl position_regular_class(L,7//12) Eigenspaces.jl W=coxgroup(:A,3) Eigenspaces.jl w=W(1:3...) Eigenspaces.jl p=eigenspace_projector(W,w,1//4) Eigenspaces.jl GenLinearAlgebra.rank(p) Eigenspaces.jl W=coxgroup(:A,3) Eigenspaces.jl split_levis(W,4) Eigenspaces.jl W=spets(coxgroup(:D,4),Perm(1,2,4)) Eigenspaces.jl split_levis(W,3) Eigenspaces.jl W=coxgroup(:E,8) Eigenspaces.jl split_levis(W,4,2) Eigenspaces.jl split_levis(complex_reflection_group(5)) FFfac.jl @Pol q FFfac.jl f=q^3*(q^4-1)^2*Z(3)^0 FFfac.jl factor(f) FFfac.jl factor(f,GF(9)) Fact.jl factor(Pol(:q)^24-1) Fact.jl Fact.LogInt(1024,2) Fact.jl Fact.LogInt(1,10) Families.jl W=coxgroup(:G,2) Families.jl uc=UnipotentCharacters(W); Families.jl uc.families Families.jl uc.families[1] Families.jl charnames(uc)[uc.families[1].charNumbers] Families.jl Family("C2") Families.jl Family("C2",4:7;signs=[1,-1,1,-1]) Families.jl f=UnipotentCharacters(complex_reflection_group(3,1,1)).families[2] Families.jl galois(f,-1) Families.jl f=UnipotentCharacters(complex_reflection_group(3,1,1)).families[2] Families.jl invpermute(f,Perm(1,2,3)) Families.jl Families.ndrinfeld_double(complex_reflection_group(5)) Families.jl family_imprimitive([[0,1],[1],[0]]) Families.jl FamiliesClassical(symbols(2,3)) exec="0112233,[4])\n Family(3,[9])\n Family(112,[2])\n Family(01123,[1, 3, 8, 11])\n Family(013,[5, 7, 10, 12])\n Family(022,[6])" manl="112,[2])\n Family(022,[6])\n Family(3,[9])\n Family(01123,[1, 3, 8, 11])\n Family(0112233,[4])\n Family(013,[5, 7, 10, 12])" Families.jl: Test Failed at /home/pkgeval/.julia/packages/Chevie/CvV6u/test/runtests.jl:290 Expression: mytest("Families.jl", "FamiliesClassical(symbols(2,3))", "6-element Vector{Family}:\n Family(112,[2])\n Family(022,[6])\n Family(3,[9])\n Family(01123,[1, 3, 8, 11])\n Family(0112233,[4])\n Family(013,[5, 7, 10, 12])") Stacktrace: [1] top-level scope @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:16 [2] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [3] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:277 [inlined] [4] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [5] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:290 [inlined] [6] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:753 [inlined] Families.jl W=complex_reflection_group(4) Families.jl uc=UnipotentCharacters(W);f=uc.families[4]; Families.jl A=Zbasedring(fourier(f),1) Families.jl b=basis(A) Families.jl b*permutedims(b) Families.jl CharTable(A) Format.jl s="E_6[\\zeta_3]:\\phi_{1,6}" Format.jl fromTeX(rio(),s) Format.jl fromTeX(stdout,s) Format.jl ordinal(201) Format.jl ordinal(202) Format.jl ordinal(203) Format.jl ordinal(204) Format.jl joindigits([1,9,3,5]) Format.jl joindigits([1,10,3,5]) Format.jl joindigits([1,10,3,5],"[]";sep="-") Garside.jl W=coxgroup(:A,4) Garside.jl B=BraidMonoid(W) Garside.jl w=B(1,2,3,4) Garside.jl w*w Garside.jl w*W(1) Garside.jl W(1)*w Garside.jl w^3 Garside.jl B(1,2)\w Garside.jl w/B(3,4) Garside.jl w^B(1) Garside.jl w^W(1) Garside.jl word(α(w^3)) Garside.jl w^4 Garside.jl inv(w) Garside.jl B(-4,-3,-2,-1) Garside.jl xrepr(w^-1,greedy=true,limit=true) Garside.jl repr(w) Garside.jl repr(w^3) Garside.jl repr(w^-1) Garside.jl b=B(2,1,4,1,4) Garside.jl c=B(1,4,1,4,3) Garside.jl d=conjugating_elt(b,c) Garside.jl b^d Garside.jl centralizer_gens(b) exec="21.1\n 321432.213243\n 4" manl="321432.213243\n 21.1\n 4" Garside.jl: Test Failed at /home/pkgeval/.julia/packages/Chevie/CvV6u/test/runtests.jl:334 Expression: mytest("Garside.jl", "centralizer_gens(b)", "3-element Vector{GarsideElt{Perm{Int16}, BraidMonoid{Perm{Int16}, FiniteCoxeterGroup{Perm{Int16},Int64}}}}:\n 321432.213243\n 21.1\n 4") Stacktrace: [1] top-level scope @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:16 [2] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [3] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:311 [inlined] [4] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [5] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:334 [inlined] [6] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:753 [inlined] Garside.jl C=conjcat(b;ss=Val(:ss)) Garside.jl C.obj Garside.jl word(W,preferred_prefix(b)) Garside.jl b^B(preferred_prefix(b)) Garside.jl C=conjcat(b) Garside.jl C.obj Garside.jl W=coxgroup(:A,3) Garside.jl B=BraidMonoid(W) Garside.jl Pi=B(B.δ)^2 Garside.jl root(Pi,2) Garside.jl root(Pi,3) Garside.jl root(Pi,4) Garside.jl B=BraidMonoid(coxgroup(:A,3)) Garside.jl word(B,B.δ) Garside.jl W=coxgroup(:A,3) Garside.jl B=BraidMonoid(W) Garside.jl map(x->B.(x),left_divisors(B,W(1,3,2))) Garside.jl B=DualBraidMonoid(W) Garside.jl map(x->B.(x),left_divisors(B,W(1,3,2))) Garside.jl M=BraidMonoid(coxgroup(:A,2)) Garside.jl elements(M,4) Garside.jl B=DualBraidMonoid(coxsym(4)) Garside.jl left_divisors(B(1,5,4,3)) Garside.jl left_divisors(B(1,5,4,3),1) Garside.jl W=coxgroup(:E,8);B=BraidMonoid(W) Garside.jl w=B(2,3,4,2,3,4,5,4,2,3,4,5,6,5,4,2,3,4,5,6,7,6,5,4,2,3,4,5,6,7,8) Garside.jl Brieskorn_normal_form(w) Garside.jl Brieskorn_normal_form(w^2) Garside.jl B=BraidMonoid(coxgroup(:A,3)) Garside.jl b=B( 2, 1, -3, 1, 1) Garside.jl fraction(b) Garside.jl W=coxgroup(:A,3) Garside.jl b=BraidMonoid(W)(2,1,2,1,1) Garside.jl α(b) Garside.jl W=coxgroup(:A,4);B=BraidMonoid(W) Garside.jl w0=B(longest(W)) Garside.jl α(w0,[1,2,3]) Garside.jl B=BraidMonoid(coxgroup(:A,3)) Garside.jl b=B(2,1,2,1,1)*inv(B(2,2)) Garside.jl word(b) Garside.jl W=coxgroup(:A,3) Garside.jl B=BraidMonoid(W) Garside.jl leftgcdc(B(2,1,2)^2,B(3,2)^2) Garside.jl W=coxgroup(:A,3) Garside.jl B=BraidMonoid(W) Garside.jl rightgcdc(B(2,1,2)^2,B(3,2)^2) Garside.jl B=BraidMonoid(coxgroup(:A,3)) Garside.jl leftlcmc(B(2,1,2)^2,B(3,2)^2) Garside.jl B=BraidMonoid(coxgroup(:A,3)) Garside.jl rightlcmc(B(2,1,2)^2,B(3,2)^2) Garside.jl W=coxsym(4) Garside.jl b=BraidMonoid(W)(2,1,2,1,1) Garside.jl p=image(b) Garside.jl word(W,p) Garside.jl W=coxgroup(:A,2) Garside.jl pi=BraidMonoid(W)(longest(W))^2 Garside.jl words(pi) Garside.jl W=coxgroup(:A,3) Garside.jl D=DualBraidMonoid(W) Garside.jl D(2,1,2,1,1) Garside.jl D(-1,-2,-3,1,1) Garside.jl W=crg(4) Garside.jl D=DualBraidMonoid(W) Garside.jl left_divisors(D(D.δ)) Garside.jl W=coxgroup(:E,8);M=DualBraidMonoid(W) Garside.jl s4=left_divisors(M,M.δ,4); Garside.jl s=M(s4[findfirst(x->x*δad(M,x,8)==M.δ,s4)]) Garside.jl "the right-lcms of the `δⁱ`-orbits on `leftdescents(b)`" function satoms(b,i) M=b.M ld=M.atoms[leftdescents(b)] di=Perm(ld,δad.(Ref(M),ld,i)) if isnothing(di) error(b," is not δ^\$i-stable") end map(o->M(rightlcm(M,ld[o]...)),orbits(di,eachindex(ld))) end WARNING: Detected access to binding `Main.satoms` in a world prior to its definition world. Julia 1.12 has introduced more strict world age semantics for global bindings. !!! This code may malfunction under Revise. !!! This code will error in future versions of Julia. Hint: Add an appropriate `invokelatest` around the access to this binding. To make this warning an error, and hence obtain a stack trace, use `julia --depwarn=error`. Garside.jl: Error During Test at /home/pkgeval/.julia/packages/Chevie/CvV6u/test/runtests.jl:402 Test threw exception Expression: mytest("Garside.jl", "\"the right-lcms of the `δⁱ`-orbits on `leftdescents(b)`\"\n function satoms(b,i)\n M=b.M\n ld=M.atoms[leftdescents(b)]\n di=Perm(ld,δad.(Ref(M),ld,i))\n if isnothing(di) error(b,\" is not δ^\\\$i-stable\") end\n map(o->M(rightlcm(M,ld[o]...)),orbits(di,eachindex(ld)))\n end", "satoms") ArgumentError: invalid index: nothing of type Nothing Stacktrace: [1] to_index(i::Nothing) @ Base ./indices.jl:315 [2] to_index(A::Vector{Int64}, i::Nothing) @ Base ./indices.jl:292 [3] to_indices @ ./indices.jl:368 [inlined] [4] to_indices @ ./indices.jl:360 [inlined] [5] getindex(A::Vector{Int64}, I::Nothing) @ Base ./abstractarray.jl:1360 [6] mytest(file::String, cmd::String, man::String) @ Main ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:11 [7] eval_test_function(func::Any, args::Any, kwargs::Any, quoted_func::Union{Expr, Symbol}, source::LineNumberNode, negate::Bool) @ Test /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:394 [8] top-level scope @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:16 [9] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [10] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:311 [inlined] [11] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [12] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:402 [inlined] [13] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:750 [inlined] Garside.jl Category(x->satoms(x,15),s;action=(o,m)->inv(m)*o*δad(m,8)) Garside.jl W=coxsym(4);M=BraidMonoid(W) Garside.jl endomorphisms(conjcat(M(1,1,2,2,3)),1) exec="12.213\n 213.1232" manl="213.1232\n 12.213" Garside.jl: Test Failed at /home/pkgeval/.julia/packages/Chevie/CvV6u/test/runtests.jl:405 Expression: mytest("Garside.jl", "endomorphisms(conjcat(M(1,1,2,2,3)),1)", "2-element Vector{GarsideElt{Perm{Int16}, BraidMonoid{Perm{Int16}, CoxSym{Int16}}}}:\n 213.1232\n 12.213") Stacktrace: [1] top-level scope @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:16 [2] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [3] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:311 [inlined] [4] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [5] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:405 [inlined] [6] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:753 [inlined] Garside.jl W=coxgroup(:A,4) Garside.jl w=BraidMonoid(W)(4,3,3,2,1) Garside.jl C=conjcat(w) Garside.jl C.obj Garside.jl conjcat(w;ss=Val(:ss)).obj Garside.jl W=coxgroup(:D,4) Garside.jl B=BraidMonoid(W) Garside.jl b=B(2,3,1,2,4,3) Garside.jl b1=B(1,4,3,2,2,2) Garside.jl conjugating_elt(b,b1) Garside.jl c=conjugating_elt(b,b1;ss=Val(:cyc)) Garside.jl b^c Garside.jl WF=spets(W,Perm(1,2,4)) Garside.jl F=Frobenius(WF); Garside.jl c=B(3,4,3,1,2,3) Garside.jl conjugating_elt(b,c,F) Garside.jl ^(b,B(1,2,4,3,1,2),F) Garside.jl W=coxgroup(:D,4) Garside.jl B=BraidMonoid(W) Garside.jl w=B(4,4,4) Garside.jl cc=centralizer_gens(w) exec="34.43\n 4\n (31432)⁻¹231432\n 1\n 2\n (2)⁻¹34.432\n (32431)⁻¹132431\n (1)⁻¹34.431" manl="1\n (31432)⁻¹231432\n (1)⁻¹34.431\n (2)⁻¹34.432\n (32431)⁻¹132431\n 4\n 34.43\n 2" Garside.jl: Test Failed at /home/pkgeval/.julia/packages/Chevie/CvV6u/test/runtests.jl:426 Expression: mytest("Garside.jl", "cc=centralizer_gens(w)", "8-element Vector{GarsideElt{Perm{Int16}, BraidMonoid{Perm{Int16}, FiniteCoxeterGroup{Perm{Int16},Int64}}}}:\n 1\n (31432)⁻¹231432\n (1)⁻¹34.431\n (2)⁻¹34.432\n (32431)⁻¹132431\n 4\n 34.43\n 2") Stacktrace: [1] top-level scope @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:16 [2] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [3] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:311 [inlined] [4] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [5] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:426 [inlined] [6] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:753 [inlined] Garside.jl shrink(cc) #I total length 41 maximal length 11 #I 8:<11÷5>..<10÷5><9÷4>.. eliminated #I 7:<11÷5>...<10÷5><9÷4>... #I 6:<6÷1>..<5÷1> eliminated #I 5:<6÷1>...<5÷1> eliminated #I 4:<4÷0>... #I 3:<1÷0>.. #I 2:<1÷0>. #I total length 16 maximal length 9 #I 5:<9÷4>.... #I 4:<4÷0>. #I 3:<1÷0>. #I 2:<1÷0>. Garside.jl centralizer_gens(w;ss=Val(:cyc)) Garside.jl F=Frobenius(spets(W,Perm(1,2,4))); Garside.jl centralizer_gens(w,F) exec="312343123\n 124" manl="124\n 312343123" Garside.jl: Test Failed at /home/pkgeval/.julia/packages/Chevie/CvV6u/test/runtests.jl:430 Expression: mytest("Garside.jl", "centralizer_gens(w,F)", "2-element Vector{GarsideElt{Perm{Int16}, BraidMonoid{Perm{Int16}, FiniteCoxeterGroup{Perm{Int16},Int64}}}}:\n 124\n 312343123") Stacktrace: [1] top-level scope @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:16 [2] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [3] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:311 [inlined] [4] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [5] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:430 [inlined] [6] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:753 [inlined] Garside.jl M=DualBraidMonoid(coxgroup(:A,3)) Garside.jl p=Presentation(M,vars=Symbol.(collect("abcdef"))) Garside.jl B=BraidMonoid(coxsym(3)) Garside.jl b=[B(1)^3,B(2)^3,B(-2,-1,-1,2,2,2,2,1,1,2),B(1,1,1,2)] Garside.jl shrink(b) #I total length 20 maximal length 10 #I 4:<10÷3>..<6÷1>. #I 3:<4÷0>..<1÷0> #I 2:<3÷0>. #I total length 13 maximal length 6 #I 4:<6÷1>.<4÷0>..<1÷0> #I 3:<3÷0>...<2÷0> #I 2:<3÷0>.<2÷0> #I total length 6 maximal length 2 #I 4:<2÷0>.. eliminated #I 3:<2÷0>. eliminated #I 2:<1÷0>. #I total length 2 maximal length 1 #I 2:<1÷0>. Gt.jl W=coxgroup(:G,2) Gt.jl closed_subsystems(W) Gt.jl t=ClassTypes(rootdatum(:sl,3)) HeckeAlgebras.jl W=coxgroup(:A,2) HeckeAlgebras.jl H=hecke(W,0) HeckeAlgebras.jl T=Tbasis(H); HeckeAlgebras.jl b=T.(elements(W)) HeckeAlgebras.jl b*permutedims(b) HeckeAlgebras.jl H=hecke(W,Pol(:q)) HeckeAlgebras.jl T=Tbasis(H); HeckeAlgebras.jl h=T(1,2)^2 HeckeAlgebras.jl length(h) HeckeAlgebras.jl h[W(2,1)] HeckeAlgebras.jl collect(h) HeckeAlgebras.jl collect(values(h)) HeckeAlgebras.jl collect(keys(h)) HeckeAlgebras.jl h[W(2,1)]=Pol(3) HeckeAlgebras.jl h HeckeAlgebras.jl W=coxgroup(:B,2) HeckeAlgebras.jl @Pol q HeckeAlgebras.jl H=hecke(W,q) HeckeAlgebras.jl H.para HeckeAlgebras.jl H=hecke(W,q^2,rootpara=-q) HeckeAlgebras.jl H=hecke(W,q^2) HeckeAlgebras.jl rootpara(H) HeckeAlgebras.jl H HeckeAlgebras.jl H=hecke(W,[q^2,q^4],rootpara=[q,q^2]) HeckeAlgebras.jl H.para,H.rootpara HeckeAlgebras.jl H=hecke(W,9,rootpara=3) HeckeAlgebras.jl H.para,H.rootpara HeckeAlgebras.jl @Mvp x,y,z,t HeckeAlgebras.jl H=hecke(W,[[x,y]]) HeckeAlgebras.jl rootpara(H);H HeckeAlgebras.jl H=hecke(W,[[x,y],[z,t]]) HeckeAlgebras.jl rootpara(H);H HeckeAlgebras.jl hecke(coxgroup(:F,4),(q,q^2)).para HeckeAlgebras.jl hecke(complex_reflection_group(3,1,2),q).para HeckeAlgebras.jl H=hecke(crg(4),Pol()) HeckeAlgebras.jl CharTable(H) HeckeAlgebras.jl W=crg(24) HeckeAlgebras.jl H=hecke(W,Pol(:q)) HeckeAlgebras.jl representation(H,3) HeckeAlgebras.jl H=hecke(coxgroup(:D,5),Pol(:q)) HeckeAlgebras.jl representation(H,7) HeckeAlgebras.jl H=hecke(coxgroup(:F,4)) HeckeAlgebras.jl isrepresentation(H,reflrep(H)) HeckeAlgebras.jl isrepresentation(H,Tbasis(H).(1:4)) HeckeAlgebras.jl W=coxgroup(:B,2);H=hecke(W,Pol(:q)) HeckeAlgebras.jl reflrep(H) HeckeAlgebras.jl H=hecke(coxgroup(:H,3)) HeckeAlgebras.jl reflrep(H) HeckeAlgebras.jl W=coxgroup(:H,3) HeckeAlgebras.jl H=hecke(W,Pol(:q)^2) HeckeAlgebras.jl g=Wgraph(W,3) HeckeAlgebras.jl WGraphToRepresentation(H,g) HeckeAlgebras.jl H=hecke(coxgroup(:H,3),Pol(:q)) HeckeAlgebras.jl central_monomials(H) HeckeAlgebras.jl H=hecke(coxsym(4),Pol(:q));T=Tbasis(H); HeckeAlgebras.jl representation(T(1,2)^2,2) #I Initialized Murphy basis HeckeAlgebras.jl H=hecke(coxgroup(:A,2),Pol(:q)) HeckeAlgebras.jl T=Tbasis(H);T(longest(H.W))^2 HeckeAlgebras.jl W=crg(3,1,1) HeckeAlgebras.jl H=hecke(crg(3,1,1),Pol(:q)) HeckeAlgebras.jl T=Tbasis(H);T(1)^3 HeckeAlgebras.jl W=coxgroup(:G,2);H=hecke(W,Pol(:q)) HeckeAlgebras.jl T=Tbasis(H);h=T(1,2)*T(2,1) HeckeAlgebras.jl alt(h) HeckeAlgebras.jl W=coxsym(4) HeckeAlgebras.jl H=hecke(W,Pol(:q)) HeckeAlgebras.jl h=Tbasis(H,longest(W)) HeckeAlgebras.jl p=class_polynomials(h) HeckeAlgebras.jl W=coxgroup(:B,2) HeckeAlgebras.jl H=hecke(W,q^2;rootpara=q) HeckeAlgebras.jl char_values(Cpbasis(H)(1,2,1)) HeckeAlgebras.jl W=crg(4) HeckeAlgebras.jl H=hecke(W,Pol(:q)) HeckeAlgebras.jl char_values(H,[2,1,2]) HeckeAlgebras.jl H=hecke(complex_reflection_group(4),Pol(:q)) HeckeAlgebras.jl s=schur_elements(H) HeckeAlgebras.jl CycPol.(s) HeckeAlgebras.jl @Mvp x,y; W=crg(4); H=hecke(W,[[1,x,y]]) HeckeAlgebras.jl p=factorized_schur_element(H,[[2,5]]) HeckeAlgebras.jl q=p(;x=E(3)) HeckeAlgebras.jl q(;y=2//1) HeckeAlgebras.jl HeckeAlgebras.expand(p) HeckeAlgebras.jl W=complex_reflection_group(4) HeckeAlgebras.jl @Mvp x,y; H=hecke(W,[[1,x,y]]) HeckeAlgebras.jl factorized_schur_element(H,[[2,5]]) HeckeAlgebras.jl W=complex_reflection_group(4) HeckeAlgebras.jl @Mvp x,y; H=hecke(W,[[1,x,y]]) HeckeAlgebras.jl factorized_schur_elements(H) HeckeAlgebras.jl WF=rootdatum(:u,3) HeckeAlgebras.jl HF=hecke(WF,Pol(:v)^2;rootpara=Pol()) HeckeAlgebras.jl CharTable(HF) HeckeAlgebras.jl WF=rootdatum("2B2") HeckeAlgebras.jl H=hecke(WF,Pol(:x)^2;rootpara=Pol()) HeckeAlgebras.jl representations(H) KL.jl W=coxgroup(:H,3) KL.jl c=left_cells(W) KL.jl W=coxgroup(:F,4) KL.jl w=longest(W)*gens(W)[1];length(W,w) KL.jl y=W(1:4...);length(W,y) KL.jl cr=KL.critical_pair(W,y,w);length(W,cr) KL.jl Pol(:x);KLPol(W,y,w) KL.jl KLPol(W,cr,w) KL.jl W=coxgroup(:B,3) KL.jl map(i->map(x->KLPol(W,one(W),x),elements(W,i)),1:nref(W)) KL.jl W=coxgroup(:B,2);@Pol v;H=hecke(W,[v^4,v^2]) KL.jl Cp=Cpbasis(H);h=Cp(1)^2 KL.jl k=Tbasis(h) KL.jl Cp(k) KL.jl W=coxgroup(:B,3);H=hecke(W,Pol(:v)^2) KL.jl T=Tbasis(H);C=Cbasis(H);T(C(1)) KL.jl C(T(1)) KL.jl ref=reflrep(H) KL.jl W=coxgroup(:B,3) KL.jl @Pol v;H=hecke(W,v^2,rootpara=v) KL.jl C=Cpbasis(H); Tbasis(C(1,2)) KL.jl c=left_cells(coxgroup(:G,2))[3] KL.jl character(c) KL.jl W=coxgroup(:H,3) KL.jl c=left_cells(W)[3] KL.jl @Mvp q;H=hecke(W,q) KL.jl representation(c,H) KL.jl W=coxgroup(:G,2) KL.jl left_cells(W) KL.jl W=coxgroup(:G,2); KL.jl left_cells(W,1) KL.jl W=coxgroup(:E,8) KL.jl LeftCell(W,W((1:8)...)) KL.jl W=coxgroup(:G,2) KL.jl l=Lusztigaw(W,W(1)) KL.jl sum(l.*map(i->almostchar(W,i),eachindex(l))) KL.jl W=coxgroup(:G,2) KL.jl l=LusztigAw(W,W(1)) KL.jl sum(l.*map(i->almostchar(W,i),eachindex(l))) KL.jl W=coxgroup(:G,2) KL.jl A=AsymptoticAlgebra(W,1) KL.jl b=basis(A) KL.jl b*permutedims(b) KL.jl CharTable(A) Lusztig.jl W=coxgroup(:B,3) Lusztig.jl t=twistings(W,[1,3]) Lusztig.jl lusztig_induction_table(t[2],W) Nf.jl F=NF(E(5)) Nf.jl K=NF(root(5)) Nf.jl conductor(K) Nf.jl E(5)+E(5,-1) in NF(root(5)) Nf.jl elements(galois(F)) Nf.jl NF(root(3),root(5)) Nf.jl Nf.LenstraBase(24,Group([Mod(19,24)]),Group([Mod(19,24)])) Nf.jl Nf.LenstraBase(24,Group([Mod(19,24)]),Group([Mod(19,24),Mod(5,24)])) Nf.jl Nf.LenstraBase(15,Group([Mod(4,15)]),Group(Mod.(prime_residues(15),15))) Nf.jl NF(E(3),root(5)) Nf.jl NF([E(3),root(5)]) Nf.jl NF(15,[Mod(4,15)]) Nf.jl NF(15,[4]) Nf.jl F=NF(root(5)) Nf.jl s=Aut(F,3) Nf.jl root(5)^s Nf.jl K=CF(5) Nf.jl F=NF(root(5)) Nf.jl galois(K) Nf.jl elements(galois(K)) Nf.jl elements(galois(F)) PermRoot.jl W=complex_reflection_group(4) PermRoot.jl gens(W) PermRoot.jl length(unique(refls(W))) PermRoot.jl length(refls(W)) PermRoot.jl reflrep(W) PermRoot.jl braid_relations(W) PermRoot.jl diagram(W) PermRoot.jl cartan(W) PermRoot.jl simpleroots(W) PermRoot.jl simplecoroots(W) PermRoot.jl degrees(W) PermRoot.jl fakedegrees(W,Pol(:x)) PermRoot.jl reflectionMatrix([1,0,-E(3,2)]) PermRoot.jl asreflection([-1 0 0;1 1 0;0 0 1]) PermRoot.jl asreflection([-1 0 0;1 1 0;0 0 1],[1,0,0]) PermRoot.jl W=coxgroup(:A,3) PermRoot.jl cartan(W) PermRoot.jl rank(complex_reflection_group(31)) PermRoot.jl W=coxgroup(:D,3) PermRoot.jl t=refltype(W) PermRoot.jl indices(t) PermRoot.jl bipartite_decomposition(coxgroup(:E,8)) PermRoot.jl W=coxgroup(:B,3) PermRoot.jl reflchar(W,longest(W)) PermRoot.jl reflchar(coxgroup(:A,3)) PermRoot.jl refleigen(coxgroup(:B,2)) PermRoot.jl W=coxgroup(:A,4) PermRoot.jl reflength(W,longest(W)) PermRoot.jl reflength(W,W(1,2,3,4)) PermRoot.jl W=reflection_subgroup(coxgroup(:A,3),[1,3]) PermRoot.jl semisimplerank(W) PermRoot.jl rank(W) PermRoot.jl W=reflection_subgroup(rootdatum("E7sc"),1:6) PermRoot.jl PermX(W,reflrep(W,longest(W)))==longest(W) PermRoot.jl parabolic_reps(coxgroup(:A,4)) PermRoot.jl parabolic_reps(complex_reflection_group(3,3,3)) # Extending G₃‚₃‚₃₍₁₎=A₁Φ₁² 8 new subgroups*# changing inclusiongens to <2,22> for A₂₍₁₇₎<12 refs> **# changing inclusiongens to <5,8> for A₂₍₁₇₎<12 refs> *# changing inclusiongens to <6,13> for A₂₍₁₄₎<6 refs> *# changing inclusiongens to <9,29> for A₂₍₁₇₎<12 refs> *# changing inclusiongens to <12,38> for A₂₍₁₇₎<12 refs> **# changing inclusiongens to <20,39> for A₂₍₁₄₎<6 refs> # changing inclusiongens to <1,3> for A₂<6 refs> # changing inclusiongens to <1,10> for A₂₍₁₈₎<12 refs> # changing inclusiongens to <1,32> for A₂₍₁₆₎<12 refs> # changing inclusiongens to <1,15> for A₂<12 refs> # 4 to go # candidates for G₃‚₃‚₃₍₁₃₎=A₂Φ₁ to be conjugate:Any[] # new:G₃‚₃‚₃₍₁₃₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁ # i=2 found:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁] # changing inclusiongens to <1,10> for A₂₍₁₇₎<12 refs> # ****** G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ is not conjugate to a standard parabolic # Extending G₃‚₃‚₃₍₁₎=A₁Φ₁² 8 new subgroups********# 4 to go # candidates for G₃‚₃‚₃₍₁₃₎=A₂Φ₁ to be conjugate:Any[] # new:G₃‚₃‚₃₍₁₃₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁ # i=2 found:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁] # ****** G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ is not conjugate to a standard parabolic # Extending G₃‚₃‚₃₍₁₎=A₁Φ₁² 8 new subgroups********# 4 to go # candidates for G₃‚₃‚₃₍₁₃₎=A₂Φ₁ to be conjugate:Any[] # new:G₃‚₃‚₃₍₁₃₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁ # i=2 found:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁] # ****** G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ is not conjugate to a standard parabolic # Extending G₃‚₃‚₃₍₁₎=A₁Φ₁² 8 new subgroups********# 4 to go # candidates for G₃‚₃‚₃₍₁₃₎=A₂Φ₁ to be conjugate:Any[] # new:G₃‚₃‚₃₍₁₃₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁ # i=2 found:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁] # ****** G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ is not conjugate to a standard parabolic PermRoot.jl parabolic_reps(coxgroup(:A,4),2) PermRoot.jl parabolic_reps(complex_reflection_group(3,3,3),2) # Extending G₃‚₃‚₃₍₁₎=A₁Φ₁² 8 new subgroups*# changing inclusiongens to <2,22> for A₂₍₁₇₎<12 refs> **# changing inclusiongens to <5,8> for A₂₍₁₇₎<12 refs> *# changing inclusiongens to <6,13> for A₂₍₁₄₎<6 refs> *# changing inclusiongens to <9,29> for A₂₍₁₇₎<12 refs> *# changing inclusiongens to <12,38> for A₂₍₁₇₎<12 refs> **# changing inclusiongens to <20,39> for A₂₍₁₄₎<6 refs> # changing inclusiongens to <1,3> for A₂<6 refs> # changing inclusiongens to <1,10> for A₂₍₁₈₎<12 refs> # changing inclusiongens to <1,32> for A₂₍₁₆₎<12 refs> # changing inclusiongens to <1,15> for A₂<12 refs> # 4 to go # candidates for G₃‚₃‚₃₍₁₃₎=A₂Φ₁ to be conjugate:Any[] # new:G₃‚₃‚₃₍₁₃₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ # candidates for G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁ to be conjugate:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁] # new:G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁ # i=2 found:Any[G₃‚₃‚₃₍₁₃₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₀₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁, G₃‚₃‚₃₍₁‚₁₅₎=A₂Φ₁] # changing inclusiongens to <1,10> for A₂₍₁₇₎<12 refs> # ****** G₃‚₃‚₃₍₁‚₃₂₎=A₂Φ₁ is not conjugate to a standard parabolic PermRoot.jl W=reflection_subgroup(rootdatum("E7sc"),1:6) PermRoot.jl reflrep(W,longest(W)) PermRoot.jl W=reflection_subgroup(rootdatum("E7sc"),1:6) PermRoot.jl YMatrix(W,longest(W)) PermRoot.jl W=reflection_subgroup(rootdatum("E7sc"),1:6) PermRoot.jl PermY(W,YMatrix(W,longest(W)))==longest(W) PermRoot.jl W=complex_reflection_group(7) PermRoot.jl isparabolic(reflection_subgroup(W,[1,2])) PermRoot.jl isparabolic(reflection_subgroup(W,[1])) PermRoot.jl W=complex_reflection_group(7) PermRoot.jl parabolic_closure(W,[1]) PermRoot.jl parabolic_closure(W,[1,2]) # changing inclusiongens to <1,2,3> for G₇<168 refs> PermRoot.jl catalan(coxgroup(:A,7)) PermRoot.jl catalan(complex_reflection_group(7),2) PermRoot.jl catalan(complex_reflection_group(7),2;q=Pol()) PermRoot.jl W=complex_reflection_group(4) PermRoot.jl invariant_form(W) PermRoot.jl PermRoot.generic_order(complex_reflection_group(4),Pol(:q)) PermRoot.jl W=coxgroup(:A,2) PermRoot.jl @Mvp x,y,z PermRoot.jl i=invariants(W); PermRoot.jl map(f->f(x,y),i) PermRoot.jl W=complex_reflection_group(24) PermRoot.jl p=invariants(W)[1](x,y,z) PermRoot.jl map(v->^(v,reflrep(W,1);vars=[:x,:y,:z]),(x,y,z)) PermRoot.jl p^reflrep(W,1)-p Semisimple.jl W=rootdatum([-1 1 0;0 -1 1],[-1 1 0;0 -1 1]) Semisimple.jl reflrep(W,W(1)) Semisimple.jl rootdatum(:gl,3) Semisimple.jl G=rootdatum(:sl,4) Semisimple.jl ss(G,[1//3,1//4,3//4,2//3]) Semisimple.jl SemisimpleElement(G,[E(3),E(4),E(4,3),E(3,2)]) Semisimple.jl L=reflection_subgroup(G,[1,3]) Semisimple.jl C=algebraic_center(L) Semisimple.jl T=torsion_subgroup(C.Z0,3) Semisimple.jl e=sort(elements(T)) Semisimple.jl e[3]^G(2) Semisimple.jl orbit(G,e[3]) Semisimple.jl G=rootdatum(:sl,4) Semisimple.jl s=SemisimpleElement(G,Z(4).^[1,2,1]) Semisimple.jl s^G(2) Semisimple.jl orbit(G,s) Semisimple.jl G=coxgroup(:A,3) Semisimple.jl s=ss(G,[0,1//2,0]) Semisimple.jl centralizer(G,s) Semisimple.jl W=coxgroup(:A,4) Semisimple.jl SubTorus(W,[1 2 3 4;2 3 4 1;3 4 1 1]) Semisimple.jl G=rootdatum(:sl,4) Semisimple.jl L=reflection_subgroup(G,[1,3]) Semisimple.jl C=algebraic_center(L) Semisimple.jl T=torsion_subgroup(C.Z0,3) Semisimple.jl sort(elements(T)) Semisimple.jl weightinfo(coxgroup(:A,2)*coxgroup(:B,2)) Semisimple.jl W=coxgroup(:A,3) Semisimple.jl fundamental_group(W) Semisimple.jl W=rootdatum(:sl,4) Semisimple.jl fundamental_group(W) Semisimple.jl W=affine(coxgroup(:A,4)) Semisimple.jl diagram(W) Semisimple.jl G=coxgroup(:A,3) Semisimple.jl s=ss(G,[0,1//2,0]) Semisimple.jl centralizer(G,s) Semisimple.jl W=coxgroup(:E,6);l=quasi_isolated_reps(W) Semisimple.jl map(s->isisolated(W,s),l) Semisimple.jl W=rootdatum(:E6sc);l=quasi_isolated_reps(W) Semisimple.jl map(s->isisolated(W,s),l) Semisimple.jl Semisimple.quasi_isolated_reps(W,3) Semisimple.jl l=twistings(rootdatum(:sl,4),Int[]) Semisimple.jl structure_rational_points_connected_centre.(l,3) Semisimple.jl W=coxgroup(:A,3) Semisimple.jl fundamental_group(intermediate_group(W,Int[])) Semisimple.jl fundamental_group(intermediate_group(W,Int[2])) Semisimple.jl W=coxgroup(:G,2) Semisimple.jl sscentralizer_reps(W) Semisimple.jl reflection_subgroup.(Ref(W),sscentralizer_reps(W)) Semisimple.jl sscentralizer_reps(W,2) Sscoset.jl WF=rootdatum(:u,6) Sscoset.jl l=quasi_isolated_reps(WF) Sscoset.jl centralizer.(Ref(WF),l) Sscoset.jl isisolated.(Ref(WF),l) Sscoset.jl WF=rootdatum(:u,6) Sscoset.jl s=ss(Group(WF),[1//4,0,0,0,0,3//4]) Sscoset.jl centralizer(WF,s) Sscoset.jl centralizer(WF,one(s)) Sscoset.jl WF=rootdatum("2E6sc") Sscoset.jl quasi_isolated_reps(WF) Sscoset.jl quasi_isolated_reps(WF,2) Sscoset.jl quasi_isolated_reps(WF,3) Sscoset.jl WF=rootdatum(:u,6) Sscoset.jl l=quasi_isolated_reps(WF) Sscoset.jl isisolated.(Ref(WF),l) Symbols.jl symbols(3,3,0) Symbols.jl CharSymbol([[1],Int[],[2]]) Symbols.jl CharSymbol([[1],[1],[1]],3,2) Symbols.jl d=partition_tuples(3,2) Symbols.jl string_partition_tuple.(d) Symbols.jl shiftβ([2,3],2) Symbols.jl shiftβ([0,1,4,5],-2) Symbols.jl βset([3,3,1]) Symbols.jl partβ([0,4,5]) Symbols.jl Symbol_partition_tuple([[2,1],[1]],1) Symbols.jl Symbol_partition_tuple([[2,1],[1]],0) Symbols.jl Symbol_partition_tuple([[2,1],[1]],-1) Symbols.jl rank(CharSymbol([[1,5,6],[1,2]])) Symbols.jl valuation_gendeg(CharSymbol([[1,5,6],[1,2]])) Symbols.jl degree_gendeg(CharSymbol([[1,5,6],[1,2]])) Symbols.jl defectsymbol([[1,5,6],[1,2]]) Symbols.jl defect(CharSymbol([[1,5,6],[1,2]])) Symbols.jl degree_feg(CharSymbol([[1,5,6],[1,2]])) Symbols.jl valuation_feg(CharSymbol([[1,5,6],[1,2]])) Symbols.jl symbols(2,4,0) Symbols.jl symbols(2,4,0,1) Symbols.jl fakedegree(CharSymbol([[1,5,6],[1,2]])) Symbols.jl gendeg(CharSymbol([[1,2],[1,5,6]])) Tools.jl valuation.(24,(2,3,5)) Tools.jl abelian_gens([Perm(1,2),Perm(3,4,5),Perm(6,7)]) Tools.jl abelian_invariants(Group(Perm(1,2),Perm(3,4,5),Perm(6,7))) Tools2.jl W=coxsym(5) Tools2.jl blocks(W,2) Tools2.jl blocks(W,3) Tools2.jl blocks(W,7) Tools2.jl @Mvp x,y Tools2.jl factor(x^2-y^2+x+3y-2) Tools2.jl factor(x^2+x+1) Tools2.jl factor(x*y-1) Uch.jl W=coxgroup(:G,2) Uch.jl uc=UnipotentCharacters(W) Uch.jl uc.families[1] Uch.jl W=coxgroup(:G,2) Uch.jl T=spets(reflection_subgroup(W,Int[]),W(1,2)) Uch.jl u=unipotent_character(T,1) Uch.jl T=torus(W,position_class(W,W(1,2))) Uch.jl lusztig_induce(W,u) Uch.jl v=deligne_lusztig_character(W,[1,2]) Uch.jl degree(v) Uch.jl v*v Uch.jl UnipotentCharacters(complex_reflection_group(4)) Uch.jl W=coxgroup(:Bsym,2) Uch.jl WF=spets(W,Perm(1,2)) Uch.jl uc=UnipotentCharacters(WF) Uch.jl uc.families Uch.jl uc.families[3] Uch.jl uc=UnipotentCharacters(coxgroup(:G,2)); Uch.jl charnames(uc;limit=true) Uch.jl charnames(uc;TeX=true) Uch.jl W=coxgroup(:B,2) Uch.jl uc=UnipotentCharacters(W) Uch.jl W=coxgroup(:G,2) Uch.jl uc=UnipotentCharacters(W); Uch.jl degrees(uc) Uch.jl W=coxgroup(:G,2) Uch.jl CycPoldegrees(UnipotentCharacters(W)) Uch.jl W=coxgroup(:G,2) Uch.jl u=unichar(W,7) Uch.jl v=unichar(W,"G2[E3]") Uch.jl w=unichar(W,[1,0,0,-1,0,0,2,0,0,1]) Uch.jl unichar(W,fourier(UnipotentCharacters(W))[3,:]) Uch.jl coefficients(u) Uch.jl w-2u Uch.jl w*w Uch.jl degree(w) Uch.jl W=coxgroup(:G,2) Uch.jl WF=spets(W) Uch.jl T=subspets(WF,Int[],W(1)) Uch.jl u=unichar(T,1) Uch.jl lusztig_induce(WF,u) Uch.jl dlchar(W,W(1)) Uch.jl W=coxgroup(:G,2) Uch.jl WF=spets(W) Uch.jl T=subspets(WF,Int[],W(1)) Uch.jl u=dlchar(W,W(1)) Uch.jl lusztig_restrict(T,u) Uch.jl T=subspets(WF,Int[],W(2)) Uch.jl lusztig_restrict(T,u) Uch.jl dlCharTable(W) Uch.jl W=coxgroup(:G,2) Uch.jl dlchar(W,3) Uch.jl dlchar(W,W(1)) Uch.jl dlchar(W,[1]) Uch.jl dlchar(W,[1,2]) Uch.jl W=coxgroup(:B,2) Uch.jl almostchar(W,3) Uch.jl almostchar(W,1) Uch.jl W=coxgroup(:A,2) Uch.jl H=hecke(W,Pol(:q)) Uch.jl T=Tbasis(H); Uch.jl dllefschetz(T(1,2)) Uch.jl dllefschetz((T(1)+T())*(T(2)+T())) Uch.jl H=hecke(spets(W,Perm(1,2)),Pol(:q)^2) Uch.jl T=Tbasis(H);dllefschetz(T(1)) Uch.jl WF=rootdatum("3D4") Uch.jl on_unipotents(Group(WF),WF.phi) Uch.jl W=coxgroup(:D,4) Uch.jl cuspidal(UnipotentCharacters(W)) Uch.jl cuspidal(UnipotentCharacters(W),6) Uch.jl cuspidal(UnipotentCharacters(complex_reflection_group(4)),3) Uch.jl cuspidal_data(coxgroup(:F,4),1) Uch.jl cuspidal_data(complex_reflection_group(4),3) Ucl.jl UnipotentClasses(rootdatum(:sl,4)) Ucl.jl UnipotentClasses(coxgroup(:A,3)) Ucl.jl UnipotentClasses(coxgroup(:G,2)) Ucl.jl UnipotentClasses(coxgroup(:G,2),3) Ucl.jl uc=UnipotentClasses(coxgroup(:G,2)); Ucl.jl t=ICCTable(uc;q=Pol(:q)) Ucl.jl W=coxgroup(:F,4) Ucl.jl H=reflection_subgroup(W,[1,3]) Ucl.jl induced_linear_form(W,H,[2,2]) Ucl.jl uc=UnipotentClasses(W); Ucl.jl uc.classes[4].dynkin Ucl.jl uc.classes[4] Ucl.jl W=coxgroup(:F,4) Ucl.jl distinguished_parabolics(W) Ucl.jl W=rootdatum(:sl,4) Ucl.jl uc=UnipotentClasses(W); Ucl.jl uc.classes Ucl.jl uc=UnipotentClasses(coxgroup(:A,3));t=ICCTable(uc) Ucl.jl W=coxgroup(:G,2) Ucl.jl XTable(UnipotentClasses(W)) Ucl.jl t=XTable(UnipotentClasses(W);classes=true) Ucl.jl XTable(UnipotentClasses(W,2)) Ucl.jl XTable(UnipotentClasses(rootdatum(:sl,4))) Ucl.jl W=coxgroup(:G,2) Ucl.jl GreenTable(UnipotentClasses(W)) Ucl.jl GreenTable(UnipotentClasses(W);classes=true) Ucl.jl GreenTable(UnipotentClasses(rootdatum(:sl,4))) Ucl.jl W=coxgroup(:G,2) Ucl.jl UnipotentValues(UnipotentClasses(W);classes=true) Ucl.jl UnipotentValues(UnipotentClasses(W,3);classes=true) Ucl.jl W=coxgroup(:G,2) Ucl.jl special_pieces(UnipotentClasses(W)) Ucl.jl special_pieces(UnipotentClasses(W,3)) Urad.jl W=coxgroup(:E,6) Urad.jl U=UnipotentGroup(W) Urad.jl U(2=>4) Urad.jl U(2)^4 Urad.jl U(2=>4)*U(4=>5) Urad.jl U(2=>4,4=>5) Urad.jl U(4=>5,2=>4) Urad.jl W=coxgroup(:E,8);U=UnipotentGroup(W) Urad.jl u=U(map(i->i=>Z(2)*Mvp(Symbol("x",Char(i+0x2080))),1:8)...) Urad.jl u^32 Urad.jl W=coxgroup(:G,2) Urad.jl U=UnipotentGroup(W);@Mvp x,y Urad.jl u=U(1=>x,3=>y) Urad.jl u^W(2,1) Urad.jl s=SemisimpleElement(W,[E(3),2]) Urad.jl u^s Urad.jl u^U(2) Urad.jl U=UnipotentGroup(coxgroup(:G,2)) Urad.jl U.special Urad.jl U=UnipotentGroup(coxgroup(:G,2)) Urad.jl l=reorder(U,[2=>4,1=>2]) Urad.jl reorder(U,l,6:-1:1) Urad.jl U=UnipotentGroup(coxgroup(:G,2)) Urad.jl U(2) Urad.jl U(1=>2,2=>4) Urad.jl U(2=>4,1=>2) Urad.jl U=UnipotentGroup(coxgroup(:G,2));@Mvp x,y Urad.jl u=U(2=>y,1=>x) Urad.jl abelianpart(u) Urad.jl W=coxgroup(:G,2) Urad.jl U=UnipotentGroup(W);@Mvp x,y Urad.jl u=U(2=>y,1=>x) Urad.jl decompose(W(1),u) Urad.jl decompose(W(2),u) Weyl.jl cartan(:D,4) Weyl.jl cartan(:I,2,5) Weyl.jl W=coxgroup(:D,4) Weyl.jl cartan(W) Weyl.jl W=coxgroup(:A,2)*coxgroup(:B,2) Weyl.jl cartan(W) Weyl.jl W=coxgroup(:D,4) Weyl.jl p=W(1,3,2,1,3) Weyl.jl word(W,p) Weyl.jl cartan([1 3;3 1]) Weyl.jl cartan(:F,4) Weyl.jl cartan(:I,2,5) Weyl.jl cartan(:Bsym,2) Weyl.jl two_tree(cartan(:A,4)) Weyl.jl two_tree(cartan(:E,8)) Weyl.jl W=coxgroup(:A,3) Weyl.jl inversions(W,[2,1,2]) Weyl.jl W=coxgroup(:A,2) Weyl.jl with_inversions.(Ref(W),combinations(1:nref(W))) Weyl.jl W=coxgroup(:E,6) Weyl.jl R=reflection_subgroup(W,[20,30,19,22]) Weyl.jl p=standard_parabolic(W,R) Weyl.jl p==standard_parabolic(W,[19,1,9,20]) Weyl.jl reflection_subgroup(W,[20,30,19,22].^p) Weyl.jl R=reflection_subgroup(W,[1,2,3,5,6,35]) Weyl.jl standard_parabolic(W,R) Weyl.jl W=coxgroup(:E,8) Weyl.jl badprimes(W) Weyl.jl W=coxgroup(:A,2) Weyl.jl w=longest(W) Weyl.jl describe_involution(W,w) Weyl.jl w==longest(reflection_subgroup(W,[3])) Weyl.jl rootdatum(cartan(:A,3))==coxgroup(:A,3) Weyl.jl rootdatum(:pgl,3) Weyl.jl rootdatum(:gl,3)==rootdatum("gl",3) Weyl.jl rootdatum([1 -1 0;0 1 -1],[1 -1 0;0 1 -1]) Weyl.jl torus(3) Weyl.jl W=coxgroup(:G,2) Weyl.jl highest_short_root(W) Weyl.jl W=coxgroup(:G,2) Weyl.jl diagram(W) Weyl.jl H=reflection_subgroup(W,[2,6]) Weyl.jl diagram(H) Weyl.jl elH=word.(Ref(H),elements(H)) Weyl.jl elW=word.(Ref(W),elements(H)) Weyl.jl splat(H).(elH)==splat(W).(elW) cp.jl C=CorranPicantinMonoid(3,3) cp.jl word(C(C.δ)) cp.jl Matrix(C,C.δ) cp.jl b=C(1,2,3,4)^3 cp.jl Matrix(C,b[3]) dSeries.jl W=rootdatum("3D4") dSeries.jl l=cuspidal_data(W,3) dSeries.jl Series(W,l[2]...) # changing gens to <1,13> for G₄₍₁‚₁₃₎<2 refs> # Relative: ζ₃-series R^³D₄_{³D₄₍₎=Φ₃²}(λ==Id) W_G(L,λ)==G₄ dSeries.jl W=complex_reflection_group(4) dSeries.jl l=cuspidal_data(W,3) dSeries.jl Series(W,l[5]...) dSeries.jl cuspidal_data(W,E(3,2)) dSeries.jl ennola(rootdatum("3D4")) dSeries.jl ennola(complex_reflection_group(14)) dSeries.jl W=complex_reflection_group(4) dSeries.jl Series(W,3;proper=true) dSeries.jl s=Series(W,3,1)[1] dSeries.jl s.spets dSeries.jl s.levi dSeries.jl s.cuspidal dSeries.jl s.d dSeries.jl hecke(s) dSeries.jl degree(s) dSeries.jl dSeries.RLG(s) dSeries.jl charnumbers(s) dSeries.jl dSeries.eps(s) dSeries.jl relative_group(s) gendec.jl W=rootdatum(:psu,5) gendec.jl generic_decomposition_matrix(W,10) gendec.jl: Error During Test at /home/pkgeval/.julia/packages/Chevie/CvV6u/test/runtests.jl:1023 Test threw exception Expression: mytest("gendec.jl", "generic_decomposition_matrix(W,10)", "Φ₁₀-decomposition matrix for psu₅\n┌──────┬─────────────────────────┐\n│ │ps 21 ps ps ps 2111 11111│\n├──────┼─────────────────────────┤\n│2. │ 1 . . . . . .│\n│²A₂:2 │ . 1 . . . . .│\n│11. │ . . 1 . . . .│\n│1.1 │ 1 . . 1 . . .│\n│.2 │ . . . . 1 . .│\n│²A₂:11│ . 1 . . . 1 .│\n│.11 │ . . . 1 . . 1│\n└──────┴─────────────────────────┘") KeyError: key :Chevie not found Stacktrace: [1] getindex(h::Dict{Symbol, Function}, key::Symbol) @ Base ./dict.jl:479 [2] generic_decomposition_matrix(name::String, context::Symbol) @ GenericDecMats ~/.julia/packages/GenericDecMats/1iVj4/src/GenericDecMats.jl:133 [3] generic_decomposition_matrix(t::TypeIrred, d::Int64) @ Chevie ~/.julia/packages/Chevie/CvV6u/src/gendec.jl:90 [4] _broadcast_getindex_evalf @ ./broadcast.jl:698 [inlined] [5] _broadcast_getindex @ ./broadcast.jl:671 [inlined] [6] _getindex @ ./broadcast.jl:619 [inlined] [7] getindex @ ./broadcast.jl:615 [inlined] [8] copy @ ./broadcast.jl:932 [inlined] [9] materialize @ ./broadcast.jl:893 [inlined] [10] generic_decomposition_matrix(W::Spets{FiniteCoxeterGroup{Perm{Int16},Int64}}, d::Int64) @ Chevie ~/.julia/packages/Chevie/CvV6u/src/gendec.jl:48 [11] top-level scope @ none:1 [12] eval(m::Module, e::Any) @ Core ./boot.jl:489 [13] EvalInto @ ./boot.jl:494 [inlined] [14] mytest(file::String, cmd::String, man::String) @ Main ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:5 [15] eval_test_function(func::Any, args::Any, kwargs::Any, quoted_func::Union{Expr, Symbol}, source::LineNumberNode, negate::Bool) @ Test /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:394 [16] top-level scope @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:16 [17] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [18] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:1022 [inlined] [19] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [20] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:1023 [inlined] [21] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:750 [inlined] gendec.jl W=rootdatum(:psu,6) gendec.jl L=reflection_subgroup(W,[1,2,4,5]) gendec.jl InducedDecompositionMatrix(L,W,6) gendec.jl: Error During Test at /home/pkgeval/.julia/packages/Chevie/CvV6u/test/runtests.jl:1026 Test threw exception Expression: mytest("gendec.jl", "InducedDecompositionMatrix(L,W,6)", "Induced Φ₆-decomposition matrix from psu₆₍₁₂₄₅₎=(A₂A₂)₍₁₂₄₃₎Φ₁ to psu₆\n┌────┬────────┐\n│ │ps ps A₂│\n├────┼────────┤\n│²A₅ │ . . .│\n│.3 │ 1 . .│\n│3. │ 1 . .│\n│.21 │ 1 1 .│\n│1.2 │ 2 1 .│\n│21. │ 1 1 .│\n│2.1 │ 2 1 .│\n│.111│ . 1 1│\n│111.│ . 1 1│\n│1.11│ 1 2 1│\n│11.1│ 1 2 1│\n└────┴────────┘") KeyError: key :Chevie not found Stacktrace: [1] getindex(h::Dict{Symbol, Function}, key::Symbol) @ Base ./dict.jl:479 [2] generic_decomposition_matrix(name::String, context::Symbol) @ GenericDecMats ~/.julia/packages/GenericDecMats/1iVj4/src/GenericDecMats.jl:133 [3] generic_decomposition_matrix(t::TypeIrred, d::Int64) @ Chevie ~/.julia/packages/Chevie/CvV6u/src/gendec.jl:90 [4] _broadcast_getindex_evalf @ ./broadcast.jl:698 [inlined] [5] _broadcast_getindex @ ./broadcast.jl:671 [inlined] [6] _getindex @ ./broadcast.jl:619 [inlined] [7] getindex @ ./broadcast.jl:615 [inlined] [8] copy @ ./broadcast.jl:932 [inlined] [9] materialize @ ./broadcast.jl:893 [inlined] [10] generic_decomposition_matrix(W::Spets{FiniteCoxeterSubGroup{Perm{Int16},Int64}}, d::Int64) @ Chevie ~/.julia/packages/Chevie/CvV6u/src/gendec.jl:48 [11] InducedDecompositionMatrix(R::Spets{FiniteCoxeterSubGroup{Perm{Int16},Int64}}, W::Spets{FiniteCoxeterGroup{Perm{Int16},Int64}}, d::Int64) @ Chevie ~/.julia/packages/Chevie/CvV6u/src/gendec.jl:166 [12] top-level scope @ none:1 [13] eval(m::Module, e::Any) @ Core ./boot.jl:489 [14] EvalInto @ ./boot.jl:494 [inlined] [15] mytest(file::String, cmd::String, man::String) @ Main ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:5 [16] eval_test_function(func::Any, args::Any, kwargs::Any, quoted_func::Union{Expr, Symbol}, source::LineNumberNode, negate::Bool) @ Test /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:394 [17] top-level scope @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:16 [18] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [19] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:1022 [inlined] [20] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:1961 [inlined] [21] macro expansion @ ~/.julia/packages/Chevie/CvV6u/test/runtests.jl:1026 [inlined] [22] macro expansion @ /opt/julia/share/julia/stdlib/v1.14/Test/src/Test.jl:750 [inlined] Test Summary: | Pass Fail Error Total Time Chevie | 935 6 3 944 29m53.9s Algebras.jl | 9 9 23.8s Chars.jl | 43 43 1m44.1s Chevie.jl | 0 0.0s ComplexR.jl | 40 40 26.4s Cosets.jl | 53 1 54 1m48.3s CoxGroups.jl | 63 63 18.3s Diagrams.jl | 2 2 0.7s Eigenspaces.jl | 22 22 1m03.2s FFfac.jl | 4 4 13.2s Fact.jl | 3 3 1m07.5s Families.jl | 19 1 20 1m07.1s Format.jl | 10 10 0.1s Garside.jl | 120 4 1 125 2m36.9s Gt.jl | 3 3 1m36.5s HeckeAlgebras.jl | 95 95 4m23.1s InitChevie.jl | 0 0.0s KL.jl | 44 44 1m47.6s Lusztig.jl | 3 3 23.6s Murphy.jl | 0 0.0s Nf.jl | 21 21 21.1s PermRoot.jl | 64 64 47.6s Semisimple.jl | 50 50 37.5s Sscoset.jl | 15 15 31.2s Symbols.jl | 23 23 11.6s Tools.jl | 3 3 1.2s Tools2.jl | 8 8 14.1s Uch.jl | 73 73 4m04.2s Ucl.jl | 35 35 55.2s Urad.jl | 34 34 27.6s Util.jl | 0 0.0s Weyl.jl | 46 46 4.4s cp.jl | 5 5 9.9s dSeries.jl | 22 22 2m22.4s gendec.jl | 3 2 5 5.7s RNG of the outermost testset: Random.Xoshiro(0x40f851f6308ee192, 0xd4a873b060d6616f, 0x64132f0011e7bddd, 0xefba5b0128721ae7, 0x416a150fc7b77781) ERROR: LoadError: Some tests did not pass: 935 passed, 6 failed, 3 errored, 0 broken. in expression starting at /home/pkgeval/.julia/packages/Chevie/CvV6u/test/runtests.jl:15 Testing failed after 2457.59s ERROR: LoadError: Package Chevie errored during testing Stacktrace: [1] pkgerror(msg::String) @ Pkg.Types /opt/julia/share/julia/stdlib/v1.14/Pkg/src/Types.jl:68 [2] test(ctx::Pkg.Types.Context, pkgs::Vector{PackageSpec}; coverage::Bool, julia_args::Cmd, test_args::Cmd, test_fn::Nothing, force_latest_compatible_version::Bool, allow_earlier_backwards_compatible_versions::Bool, allow_reresolve::Bool) @ Pkg.Operations /opt/julia/share/julia/stdlib/v1.14/Pkg/src/Operations.jl:3067 [3] test @ /opt/julia/share/julia/stdlib/v1.14/Pkg/src/Operations.jl:2916 [inlined] [4] test(ctx::Pkg.Types.Context, pkgs::Vector{PackageSpec}; coverage::Bool, test_fn::Nothing, julia_args::Cmd, test_args::Cmd, force_latest_compatible_version::Bool, allow_earlier_backwards_compatible_versions::Bool, allow_reresolve::Bool, kwargs::@Kwargs{io::IOContext{IO}}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.14/Pkg/src/API.jl:572 [5] kwcall(::@NamedTuple{julia_args::Cmd, io::IOContext{IO}}, ::typeof(Pkg.API.test), ctx::Pkg.Types.Context, pkgs::Vector{PackageSpec}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.14/Pkg/src/API.jl:548 [6] test(pkgs::Vector{PackageSpec}; io::IOContext{IO}, kwargs::@Kwargs{julia_args::Cmd}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.14/Pkg/src/API.jl:172 [7] kwcall(::@NamedTuple{julia_args::Cmd}, ::typeof(Pkg.API.test), pkgs::Vector{PackageSpec}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.14/Pkg/src/API.jl:161 [8] test(pkgs::Vector{String}; kwargs::@Kwargs{julia_args::Cmd}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.14/Pkg/src/API.jl:160 [9] test @ /opt/julia/share/julia/stdlib/v1.14/Pkg/src/API.jl:160 [inlined] [10] kwcall(::@NamedTuple{julia_args::Cmd}, ::typeof(Pkg.API.test), pkg::String) @ Pkg.API /opt/julia/share/julia/stdlib/v1.14/Pkg/src/API.jl:159 [11] top-level scope @ /PkgEval.jl/scripts/evaluate.jl:237 [12] include(mod::Module, _path::String) @ Base ./Base.jl:309 [13] exec_options(opts::Base.JLOptions) @ Base ./client.jl:344 [14] _start() @ Base ./client.jl:577 in expression starting at /PkgEval.jl/scripts/evaluate.jl:228 PkgEval failed after 2501.16s: package tests unexpectedly errored