Package evaluation of LatticeDiracOperators on Julia 1.13.0-DEV.820 (69a2a571e8*) started at 2025-07-07T15:15:46.449 ################################################################################ # Set-up # Installing PkgEval dependencies (TestEnv)... Set-up completed after 8.34s ################################################################################ # Installation # Installing LatticeDiracOperators... Resolving package versions... Updating `~/.julia/environments/v1.13/Project.toml` [019239df] + LatticeDiracOperators v0.4.14 Updating `~/.julia/environments/v1.13/Manifest.toml` [66dad0bd] + AliasTables v1.1.3 [34da2185] + Compat v4.17.0 [9a962f9c] + DataAPI v1.16.0 [864edb3b] + DataStructures v0.18.22 [31c24e10] + Distributions v0.25.120 [ffbed154] + DocStringExtensions v0.9.5 [8f5d6c58] + EzXML v1.2.1 [5789e2e9] + FileIO v1.17.0 [1a297f60] + FillArrays v1.13.0 [a461e10c] + Gaugefields v0.5.15 [076d061b] + HashArrayMappedTries v0.2.0 [34004b35] + HypergeometricFunctions v0.3.28 [92d709cd] + IrrationalConstants v0.2.4 [033835bb] + JLD2 v0.5.15 [692b3bcd] + JLLWrappers v1.7.0 [b964fa9f] + LaTeXStrings v1.4.0 [019239df] + LatticeDiracOperators v0.4.14 [2ab3a3ac] + LogExpFunctions v0.3.29 [1914dd2f] + MacroTools v0.5.16 [e1d29d7a] + Missings v1.2.0 [15e1cf62] + NPZ v0.4.3 [bac558e1] + OrderedCollections v1.8.1 [90014a1f] + PDMats v0.11.35 [f9710d63] + PreallocatedArrays v0.0.1 [aea7be01] + PrecompileTools v1.3.2 [21216c6a] + Preferences v1.4.3 [43287f4e] + PtrArrays v1.3.0 [1fd47b50] + QuadGK v2.11.2 [189a3867] + Reexport v1.2.2 [ae029012] + Requires v1.3.1 [79098fc4] + Rmath v0.8.0 [7e506255] + ScopedValues v1.3.0 [a2af1166] + SortingAlgorithms v1.2.1 [276daf66] + SpecialFunctions v2.5.1 [860ef19b] + StableRNGs v1.0.3 [10745b16] + Statistics v1.11.1 [82ae8749] + StatsAPI v1.7.1 [2913bbd2] + StatsBase v0.34.5 [4c63d2b9] + StatsFuns v1.5.0 [3bb67fe8] + TranscodingStreams v0.11.3 [f3c8d4fe] + Wilsonloop v0.1.5 [a5390f91] + ZipFile v0.10.1 [acb6dc63] + AlgRemez_jll v0.1.1+0 [3c6ae550] + CLIME_jll v1.3.2+0 [94ce4f54] + Libiconv_jll v1.18.0+0 [efe28fd5] + OpenSpecFun_jll v0.5.6+0 [f50d1b31] + Rmath_jll v0.5.1+0 ⌅ [02c8fc9c] + XML2_jll v2.13.6+1 [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 v1.12.0 [b27032c2] + LibCURL v0.6.4 [76f85450] + LibGit2 v1.11.0 [8f399da3] + Libdl v1.11.0 [37e2e46d] + LinearAlgebra v1.12.0 [56ddb016] + Logging v1.11.0 [d6f4376e] + Markdown v1.11.0 [a63ad114] + Mmap v1.11.0 [ca575930] + NetworkOptions v1.3.0 [44cfe95a] + Pkg v1.13.0 [de0858da] + Printf v1.11.0 [9a3f8284] + Random v1.11.0 [ea8e919c] + SHA v0.7.0 [9e88b42a] + Serialization v1.11.0 [2f01184e] + SparseArrays v1.12.0 [f489334b] + StyledStrings v1.11.0 [4607b0f0] + SuiteSparse [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 [781609d7] + GMP_jll v6.3.0+2 [deac9b47] + LibCURL_jll v8.14.1+1 [e37daf67] + LibGit2_jll v1.9.1+0 [29816b5a] + LibSSH2_jll v1.11.3+1 [3a97d323] + MPFR_jll v4.2.2+0 [14a3606d] + MozillaCACerts_jll v2025.5.20 [4536629a] + OpenBLAS_jll v0.3.29+0 [05823500] + OpenLibm_jll v0.8.5+0 [458c3c95] + OpenSSL_jll v3.5.1+0 [efcefdf7] + PCRE2_jll v10.45.0+0 [bea87d4a] + SuiteSparse_jll v7.10.1+0 [83775a58] + Zlib_jll v1.3.1+2 [8e850b90] + libblastrampoline_jll v5.13.1+0 [8e850ede] + nghttp2_jll v1.65.0+0 [3f19e933] + p7zip_jll v17.5.0+2 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 4.09s ################################################################################ # Precompilation # Precompiling PkgEval dependencies... Precompiling package dependencies... Precompilation completed after 103.54s ################################################################################ # Testing # Testing LatticeDiracOperators Status `/tmp/jl_qSr9Qa/Project.toml` [a461e10c] Gaugefields v0.5.15 [033835bb] JLD2 v0.5.15 [019239df] LatticeDiracOperators v0.4.14 [ae029012] Requires v1.3.1 [f3c8d4fe] Wilsonloop v0.1.5 [acb6dc63] AlgRemez_jll v0.1.1+0 [b77e0a4c] InteractiveUtils v1.11.0 [37e2e46d] LinearAlgebra v1.12.0 [9a3f8284] Random v1.11.0 [2f01184e] SparseArrays v1.12.0 [8dfed614] Test v1.11.0 Status `/tmp/jl_qSr9Qa/Manifest.toml` [66dad0bd] AliasTables v1.1.3 [34da2185] Compat v4.17.0 [9a962f9c] DataAPI v1.16.0 [864edb3b] DataStructures v0.18.22 [31c24e10] Distributions v0.25.120 [ffbed154] DocStringExtensions v0.9.5 [8f5d6c58] EzXML v1.2.1 [5789e2e9] FileIO v1.17.0 [1a297f60] FillArrays v1.13.0 [a461e10c] Gaugefields v0.5.15 [076d061b] HashArrayMappedTries v0.2.0 [34004b35] HypergeometricFunctions v0.3.28 [92d709cd] IrrationalConstants v0.2.4 [033835bb] JLD2 v0.5.15 [692b3bcd] JLLWrappers v1.7.0 [b964fa9f] LaTeXStrings v1.4.0 [019239df] LatticeDiracOperators v0.4.14 [2ab3a3ac] LogExpFunctions v0.3.29 [1914dd2f] MacroTools v0.5.16 [e1d29d7a] Missings v1.2.0 [15e1cf62] NPZ v0.4.3 [bac558e1] OrderedCollections v1.8.1 [90014a1f] PDMats v0.11.35 [f9710d63] PreallocatedArrays v0.0.1 [aea7be01] PrecompileTools v1.3.2 [21216c6a] Preferences v1.4.3 [43287f4e] PtrArrays v1.3.0 [1fd47b50] QuadGK v2.11.2 [189a3867] Reexport v1.2.2 [ae029012] Requires v1.3.1 [79098fc4] Rmath v0.8.0 [7e506255] ScopedValues v1.3.0 [a2af1166] SortingAlgorithms v1.2.1 [276daf66] SpecialFunctions v2.5.1 [860ef19b] StableRNGs v1.0.3 [10745b16] Statistics v1.11.1 [82ae8749] StatsAPI v1.7.1 [2913bbd2] StatsBase v0.34.5 [4c63d2b9] StatsFuns v1.5.0 [3bb67fe8] TranscodingStreams v0.11.3 [f3c8d4fe] Wilsonloop v0.1.5 [a5390f91] ZipFile v0.10.1 [acb6dc63] AlgRemez_jll v0.1.1+0 [3c6ae550] CLIME_jll v1.3.2+0 [94ce4f54] Libiconv_jll v1.18.0+0 [efe28fd5] OpenSpecFun_jll v0.5.6+0 [f50d1b31] Rmath_jll v0.5.1+0 ⌅ [02c8fc9c] XML2_jll v2.13.6+1 [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 v1.12.0 [b27032c2] LibCURL v0.6.4 [76f85450] LibGit2 v1.11.0 [8f399da3] Libdl v1.11.0 [37e2e46d] LinearAlgebra v1.12.0 [56ddb016] Logging v1.11.0 [d6f4376e] Markdown v1.11.0 [a63ad114] Mmap v1.11.0 [ca575930] NetworkOptions v1.3.0 [44cfe95a] Pkg v1.13.0 [de0858da] Printf v1.11.0 [9a3f8284] Random v1.11.0 [ea8e919c] SHA v0.7.0 [9e88b42a] Serialization v1.11.0 [2f01184e] SparseArrays v1.12.0 [f489334b] StyledStrings v1.11.0 [4607b0f0] SuiteSparse [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 [781609d7] GMP_jll v6.3.0+2 [deac9b47] LibCURL_jll v8.14.1+1 [e37daf67] LibGit2_jll v1.9.1+0 [29816b5a] LibSSH2_jll v1.11.3+1 [3a97d323] MPFR_jll v4.2.2+0 [14a3606d] MozillaCACerts_jll v2025.5.20 [4536629a] OpenBLAS_jll v0.3.29+0 [05823500] OpenLibm_jll v0.8.5+0 [458c3c95] OpenSSL_jll v3.5.1+0 [efcefdf7] PCRE2_jll v10.45.0+0 [bea87d4a] SuiteSparse_jll v7.10.1+0 [83775a58] Zlib_jll v1.3.1+2 [8e850b90] libblastrampoline_jll v5.13.1+0 [8e850ede] nghttp2_jll v1.65.0+0 [3f19e933] p7zip_jll v17.5.0+2 Info Packages marked with ⌅ have new versions available but compatibility constraints restrict them from upgrading. Testing Running tests... Domainwall 4D DW 12511.611392397446 scaled Shamir kernel (Mobius DW) is used 12283.901499317199 Staggered HMC NC = 1 ┌ Warning: Now, Nwing=0 is recommended. Please use NDW = 0 like Initialize_Gaugefields(NC,0,NX,NY,NZ,NT). └ @ Gaugefields.AbstractGaugefields_module ~/.julia/packages/Gaugefields/JBcsF/src/AbstractGaugefields.jl:371 ---------------------------------------------- Structure of the actions for Gaugefields num. of terms: 1 ------------------------------- 1-st term: coefficient: 2.75 + 0.0im ------------------------- 1-st loop L"$U_{1}(n)U_{2}(n+e_{1})U^{\dagger}_{1}(n+e_{2})U^{\dagger}_{2}(n)$" 2-nd loop L"$U_{2}(n)U_{1}(n+e_{2})U^{\dagger}_{2}(n+e_{1})U^{\dagger}_{1}(n)$" ------------------------- ---------------------------------------------- Nf = 4 Sfold = 11.797425629528313 + 0.0im Sfold = 20.567082919929234 Sfnew = 18.93807849174974 Sold = -49.50260295919439, Snew = -49.51567823101175 Snew - Sold = -0.013075271817356793 8.033956 seconds (2.21 M allocations: 119.059 MiB, 1.20% gc time, 99.88% compilation time) 1 plaq_t = 0.16031313626687063 acceptance ratio 1.0 Sfold = 16.799531740550233 Sfnew = 16.59892385966319 Sold = -46.590046180860966, Snew = -46.595401576956704 Snew - Sold = -0.005355396095737319 0.007148 seconds (23.73 k allocations: 2.147 MiB) 2 plaq_t = 0.1542978846071201 acceptance ratio 1.0 Sfold = 21.035421655201972 Sfnew = 19.762725868291252 Sold = -51.4211951185048, Snew = -51.40258837201952 Snew - Sold = 0.018606746485275494 0.007078 seconds (23.71 k allocations: 2.146 MiB) 3 plaq_t = 0.1563124015974154 acceptance ratio 1.0 Sfold = 22.08746281792851 Sfnew = 20.046702194616152 Sold = -32.76832708608208, Snew = -32.777285633544295 Snew - Sold = -0.008958547462214028 0.007405 seconds (23.73 k allocations: 2.147 MiB) 4 plaq_t = 0.15194681134794707 acceptance ratio 1.0 Sfold = 18.849801702587296 Sfnew = 20.02272052269156 Sold = -48.9803752239895, Snew = -48.98229111569323 Snew - Sold = -0.0019158917037316314 0.006832 seconds (23.73 k allocations: 2.147 MiB) 5 plaq_t = 0.15223534137405262 acceptance ratio 1.0 Sfold = 25.286850305425133 Sfnew = 30.755162200303563 Sold = -31.834233683831215, Snew = -31.840879408297834 Snew - Sold = -0.00664572446661893 0.006673 seconds (23.73 k allocations: 2.148 MiB) 6 plaq_t = 0.15037966430562005 acceptance ratio 1.0 Sfold = 13.394713464641313 Sfnew = 13.44323051550215 Sold = -54.34338089598327, Snew = -54.32321354194259 Snew - Sold = 0.020167354040680152 0.006235 seconds (23.76 k allocations: 2.151 MiB) 7 plaq_t = 0.15854729454534383 acceptance ratio 1.0 Sfold = 10.692520784903977 Sfnew = 10.277740061784002 Sold = -56.88362092145191, Snew = -56.88695440428002 Snew - Sold = -0.0033334828281113005 0.006686 seconds (23.78 k allocations: 2.152 MiB) 8 plaq_t = 0.15310414424088295 acceptance ratio 1.0 Sfold = 19.70345291831694 Sfnew = 21.690041815152437 Sold = -36.53586057079839, Snew = -36.52684156883154 Snew - Sold = 0.00901900196684835 0.006861 seconds (23.75 k allocations: 2.149 MiB) 9 plaq_t = 0.15526394892292036 acceptance ratio 1.0 Sfold = 18.81137482374332 Sfnew = 17.341833021988187 Sold = -49.49650749512331, Snew = -49.47664904297012 Snew - Sold = 0.01985845215319415 0.007010 seconds (23.79 k allocations: 2.152 MiB) 10 plaq_t = 0.16044285117607437 acceptance ratio 1.0 Nf = 2 Sfold = 2.166077559565709 + 0.0im Sfold = 7.962027504829206 Sfnew = 8.215483551590562 Sold = -61.2967580550346, Snew = -61.30509376476171 Snew - Sold = -0.008335709727106178 0.510916 seconds (94.48 k allocations: 6.045 MiB, 98.71% compilation time) 1 plaq_t = 0.15798487798150954 acceptance ratio 1.0 Sfold = 9.122242922941018 Sfnew = 9.623788141217112 Sold = -61.13528038300574, Snew = -61.13209808745575 Snew - Sold = 0.0031822955499904992 0.006913 seconds (24.35 k allocations: 2.206 MiB) 2 plaq_t = 0.15897934285986332 acceptance ratio 1.0 Sfold = 11.25728390940985 Sfnew = 11.749817586561832 Sold = -59.17451027656105, Snew = -59.179990737665904 Snew - Sold = -0.005480461104852452 0.006963 seconds (24.36 k allocations: 2.207 MiB) 3 plaq_t = 0.15956905219717746 acceptance ratio 1.0 Sfold = 4.320708716836101 Sfnew = 4.167499202452645 Sold = -64.67071938166976, Snew = -64.69790825243834 Snew - Sold = -0.02718887076858323 0.006770 seconds (24.36 k allocations: 2.207 MiB) 4 plaq_t = 0.15194679627537172 acceptance ratio 1.0 Sfold = 8.300414279153973 Sfnew = 7.509423508371821 Sold = -58.89422015912095, Snew = -58.87149683398664 Snew - Sold = 0.02272332513430797 0.006313 seconds (24.38 k allocations: 2.208 MiB) 5 plaq_t = 0.1571235926158086 acceptance ratio 1.0 Sfold = 19.5411092248562 Sfnew = 15.756473339797463 Sold = -42.60682270113382, Snew = -42.600282723629675 Snew - Sold = 0.006539977504147032 0.006245 seconds (24.38 k allocations: 2.208 MiB) 6 plaq_t = 0.1464887702406888 acceptance ratio 1.0 Sfold = 5.578308950931579 Sfnew = 6.0257459485871285 Sold = -58.15968572586222, Snew = -58.1361009673556 Snew - Sold = 0.023584758506615344 0.007588 seconds (24.35 k allocations: 2.206 MiB) 7 plaq_t = 0.15590385428201226 acceptance ratio 1.0 Sfold = 4.126975693851886 Sfnew = 3.150516628503886 Sold = -61.665242579276864, Snew = -61.67243659261286 Snew - Sold = -0.00719401333599734 0.007429 seconds (24.37 k allocations: 2.208 MiB) 8 plaq_t = 0.15375692461629453 acceptance ratio 1.0 Sfold = 5.5638104567400966 Sfnew = 4.920471858472427 Sold = -64.60252592607242, Snew = -64.60411634474545 Snew - Sold = -0.0015904186730324454 0.007000 seconds (24.39 k allocations: 2.209 MiB) 9 plaq_t = 0.15510611243555597 acceptance ratio 1.0 Sfold = 7.01226775348735 Sfnew = 8.164053848387631 Sold = -59.187354481034376, Snew = -59.19493569882611 Snew - Sold = -0.007581217791731376 0.007392 seconds (24.41 k allocations: 2.210 MiB) 10 plaq_t = 0.15636869471649156 acceptance ratio 1.0 Nf = 1 ------------------------------------------------------------- RHMC mode! the coefficients for x^{1/8}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 15 α0: 2.6226563721874356 α: [-5.960771208125207e-6, -2.365926748832181e-5, -7.312974957271435e-5, -0.00021647258378734637, -0.0006342614065525487, -0.0018530026882076763, -0.005410134459579222, -0.01580639454625644, -0.04630025630383474, -0.13658135694721724, -0.4103890831099445, -1.2939417075231405, -4.636609634886856, -23.781760392176484, -426.7735702750801] β: [6.511406585080085e-5, 0.0003827736362029256, 0.001267715019499123, 0.003583090268588116, 0.009587354346137916, 0.02513865988838697, 0.06541997845298224, 0.169826364132841, 0.4409229237078518, 1.1481048390885387, 3.015181840776192, 8.102022022873221, 23.168853584928378, 79.54719981908272, 550.2916347706022] the coefficients for x^{-1/8}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 15 α0: 0.3812928032069815 α: [5.704553583093206e-5, 0.00015212625565764492, 0.000349624141431336, 0.0007978804843345692, 0.0018271691389798897, 0.004194095333537474, 0.009639799649923194, 0.022183627514153276, 0.05116785778935707, 0.11868662341141359, 0.2793062781945737, 0.6824916959670321, 1.8418776768771283, 6.536228531781246, 56.90662030012766] β: [4.652078712894077e-5, 0.0003218215104770888, 0.0011049316663925537, 0.003159705062233523, 0.00849036686736275, 0.02229761527729769, 0.05806003413186596, 0.15074220148748674, 0.39131776875161906, 1.018351818022971, 2.6701839814977193, 7.144670683970085, 20.193812967613667, 66.8802591890845, 393.15622001947446] ------------------------------------------------------------- ------------------------------------------------------------- RHMC mode! the coefficients for x^{1/4}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 10 α0: 5.7165557622098175 α: [-1.1472527436322903e-5, -8.22437195900441e-5, -0.0004911917249478209, -0.0028595740550169564, -0.01657546771377983, -0.09632764566721617, -0.5684080282956644, -3.574637513226843, -29.402805614736042, -910.454747964212] β: [0.00017585352463504747, 0.0012116676043259563, 0.005511731061457466, 0.023034355065820862, 0.09439559579370578, 0.38561054626048247, 1.5842943313284588, 6.695935386170518, 32.015219356384215, 297.1675517580863] the coefficients for x^{-1/4}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 10 α0: 0.17493050738884694 α: [0.000659835331355923, 0.0018359285824308825, 0.0051025759090143645, 0.014493338675151415, 0.04146036428067062, 0.1190535368426458, 0.3449286017982327, 1.0347965655277906, 3.585219290905995, 23.743072811520367] β: [8.614668677164346e-5, 0.0007996196969643771, 0.0038232149092825908, 0.01615861364506301, 0.06638822575850153, 0.2711990933978193, 1.1113834065181245, 4.644638810303384, 21.127906621091135, 145.57570030585526] ------------------------------------------------------------- Sfold = 9.27962332783422 + 0.0im Sfold = 24.91124831911133 Sfnew = 24.4529743033129 Sold = -45.97226058755172, Snew = -45.98583298015778 Snew - Sold = -0.013572392606057804 1.908360 seconds (360.51 k allocations: 21.863 MiB, 99.08% compilation time) 1 plaq_t = 0.15227889876078857 acceptance ratio 1.0 Sfold = 12.756703579777433 Sfnew = 13.521805332879888 Sold = -49.47745828408698, Snew = -49.48824097515984 Snew - Sold = -0.010782691072861894 0.016286 seconds (45.73 k allocations: 4.687 MiB) 2 plaq_t = 0.1504271959971191 acceptance ratio 1.0 Sfold = 19.33421678737416 Sfnew = 19.436332868821232 Sold = -44.74179092582749, Snew = -44.72607973320185 Snew - Sold = 0.015711192625637693 0.016567 seconds (45.75 k allocations: 4.689 MiB) 3 plaq_t = 0.15268693925968252 acceptance ratio 1.0 Sfold = 21.17386897472988 Sfnew = 22.391086239585654 Sold = -39.352856235505556, Snew = -39.35450678886553 Snew - Sold = -0.0016505533599726618 0.016357 seconds (45.77 k allocations: 4.690 MiB) 4 plaq_t = 0.151880326530084 acceptance ratio 1.0 Sfold = 11.95467396099241 Sfnew = 12.212859241991163 Sold = -57.165946982826824, Snew = -57.146820233219664 Snew - Sold = 0.01912674960716032 0.017132 seconds (45.73 k allocations: 4.687 MiB) 5 plaq_t = 0.15783607580362777 acceptance ratio 1.0 Sfold = 19.737322426467255 Sfnew = 18.60759667786452 Sold = -49.92405173791623, Snew = -49.93454406635064 Snew - Sold = -0.010492328434409615 0.016379 seconds (45.73 k allocations: 4.686 MiB) 6 plaq_t = 0.15402745735683723 acceptance ratio 1.0 Sfold = 14.012763117694714 Sfnew = 14.19066487696107 Sold = -47.356573685155695, Snew = -47.38262402833137 Snew - Sold = -0.026050343175676005 0.016246 seconds (45.75 k allocations: 4.688 MiB) 7 plaq_t = 0.1459487729735382 acceptance ratio 1.0 Sfold = 14.213627201087625 Sfnew = 13.331487144742805 Sold = -51.5586702137274, Snew = -51.52404258341497 Snew - Sold = 0.03462763031243554 0.016029 seconds (45.79 k allocations: 4.692 MiB) 8 plaq_t = 0.15495761455075646 acceptance ratio 1.0 Sfold = 27.071638150029948 Sfnew = 28.54998595106979 Sold = -41.50245643829087, Snew = -41.49162584037329 Snew - Sold = 0.010830597917582452 0.015883 seconds (45.76 k allocations: 4.689 MiB) 9 plaq_t = 0.15936035343756866 acceptance ratio 1.0 Sfold = 16.917920365486395 Sfnew = 16.465410259669692 Sold = -54.91298143756147, Snew = -54.905722785231276 Snew - Sold = 0.007258652330193627 0.016195 seconds (45.76 k allocations: 4.689 MiB) 10 plaq_t = 0.1601384231759459 acceptance ratio 1.0 ┌ Warning: Now, Nwing=0 is recommended. Please use NDW = 0 like Initialize_Gaugefields(NC,0,NX,NY,NZ,NT). └ @ Gaugefields.AbstractGaugefields_module ~/.julia/packages/Gaugefields/JBcsF/src/AbstractGaugefields.jl:371 ---------------------------------------------- Structure of the actions for Gaugefields num. of terms: 1 ------------------------------- 1-st term: coefficient: 2.75 + 0.0im ------------------------- 1-st loop L"$U_{1}(n)U_{2}(n+e_{1})U^{\dagger}_{1}(n+e_{2})U^{\dagger}_{2}(n)$" 2-nd loop L"$U_{2}(n)U_{1}(n+e_{2})U^{\dagger}_{2}(n+e_{1})U^{\dagger}_{1}(n)$" ------------------------- ---------------------------------------------- Nf = 4 Sfold = 23.62986460950064 + 0.0im Sfold = 25.966500828839695 Sfnew = 23.97217557274044 Sold = -21.17305828062084, Snew = -21.18213095033336 Snew - Sold = -0.009072669712519854 9.715028 seconds (2.75 M allocations: 147.963 MiB, 0.38% gc time, 99.91% compilation time) 1 plaq_t = 0.14779698505425753 acceptance ratio 1.0 Sfold = 38.21387889468803 Sfnew = 37.87071085287131 Sold = 12.417916825685417, Snew = 12.415341146650917 Snew - Sold = -0.002575679034499956 0.007136 seconds (23.73 k allocations: 2.148 MiB) 2 plaq_t = 0.1440802794197915 acceptance ratio 1.0 Sfold = 38.72444066471055 Sfnew = 34.007409500322254 Sold = 19.570010604878362, Snew = 19.565422309506005 Snew - Sold = -0.00458829537235772 0.006884 seconds (23.70 k allocations: 2.145 MiB) 3 plaq_t = 0.12992800803772356 acceptance ratio 1.0 Sfold = 36.984430991008935 Sfnew = 35.39522186349335 Sold = 12.286693718114577, Snew = 12.285732402454713 Snew - Sold = -0.000961315659864681 0.007020 seconds (23.68 k allocations: 2.144 MiB) 4 plaq_t = 0.12654354029215253 acceptance ratio 1.0 Sfold = 31.404875176019527 Sfnew = 29.895908836385246 Sold = 8.669046001047004, Snew = 8.670344793274225 Snew - Sold = 0.0012987922272209573 0.006911 seconds (23.75 k allocations: 2.150 MiB) 5 plaq_t = 0.12639868124966347 acceptance ratio 1.0 Sfold = 29.39952109624793 Sfnew = 25.19216032648876 Sold = 7.889723597338637, Snew = 7.898078424779321 Snew - Sold = 0.00835482744068372 0.006895 seconds (23.69 k allocations: 2.144 MiB) 6 plaq_t = 0.13154141385206009 acceptance ratio 1.0 Sfold = 21.976361640967152 Sfnew = 27.205117406640493 Sold = 12.594564550065211, Snew = 12.594075167290082 Snew - Sold = -0.0004893827751288882 0.006857 seconds (23.69 k allocations: 2.144 MiB) 7 plaq_t = 0.14162495644406628 acceptance ratio 1.0 Sfold = 32.927418223440355 Sfnew = 28.02011413648147 Sold = 2.7250749317995258, Snew = 2.715076546317878 Snew - Sold = -0.009998385481647887 0.006855 seconds (23.70 k allocations: 2.146 MiB) 8 plaq_t = 0.12776299951060563 acceptance ratio 1.0 Sfold = 39.12604920041757 Sfnew = 36.44429326277924 Sold = 20.51830182157333, Snew = 20.519400471675354 Snew - Sold = 0.0010986501020227024 0.009831 seconds (23.66 k allocations: 2.142 MiB) 9 plaq_t = 0.11963208104070513 acceptance ratio 1.0 Sfold = 29.38173074140101 Sfnew = 29.2186777423164 Sold = 10.302267912067311, Snew = 10.310031734021258 Snew - Sold = 0.007763821953947314 0.010243 seconds (23.70 k allocations: 2.146 MiB) 10 plaq_t = 0.12410402278165977 acceptance ratio 1.0 Nf = 2 Sfold = 10.501680215065571 + 0.0im Sfold = 21.155427209755533 Sfnew = 20.630672349691043 Sold = -1.7902417670392872, Snew = -1.7796526868357638 Snew - Sold = 0.010589080203523338 0.518847 seconds (94.44 k allocations: 6.041 MiB, 97.71% compilation time) 1 plaq_t = 0.1346132730799541 acceptance ratio 1.0 Sfold = 12.010944605684085 Sfnew = 12.143214814373636 Sold = -4.296668458648885, Snew = -4.30126977037375 Snew - Sold = -0.004601311724865553 0.011563 seconds (24.35 k allocations: 2.207 MiB) 2 plaq_t = 0.11722997406738413 acceptance ratio 1.0 Sfold = 10.970517528375241 Sfnew = 13.581729320012753 Sold = -5.664089658337231, Snew = -5.656890821773688 Snew - Sold = 0.007198836563542699 0.011388 seconds (24.34 k allocations: 2.205 MiB) 3 plaq_t = 0.13650919567894435 acceptance ratio 1.0 Sfold = 17.431171326323312 Sfnew = 17.323824262880482 Sold = -15.735081803227683, Snew = -15.733985331036248 Snew - Sold = 0.0010964721914348274 0.011288 seconds (24.38 k allocations: 2.209 MiB) 4 plaq_t = 0.13791692405388906 acceptance ratio 1.0 Sfold = 12.57927257419598 Sfnew = 14.868083491599247 Sold = -16.428533414401233, Snew = -16.434065545414317 Snew - Sold = -0.0055321310130835855 0.011904 seconds (24.36 k allocations: 2.207 MiB) 5 plaq_t = 0.13395685174841904 acceptance ratio 1.0 Sfold = 10.468798985209737 Sfnew = 13.379302073532541 Sold = -8.890428671768554, Snew = -8.891850869037897 Snew - Sold = -0.0014221972693437834 0.012132 seconds (24.37 k allocations: 2.208 MiB) 6 plaq_t = 0.1351597886248943 acceptance ratio 1.0 Sfold = 19.899005340110214 Sfnew = 20.98190220034019 Sold = -2.8413269631972398, Snew = -2.85772711810775 Snew - Sold = -0.016400154910510167 0.011877 seconds (24.37 k allocations: 2.208 MiB) 7 plaq_t = 0.1189311722471395 acceptance ratio 1.0 Sfold = 11.706130969017895 Sfnew = 13.518770223259635 Sold = 11.880473971468295, Snew = 11.884786495145518 Snew - Sold = 0.0043125236772230124 0.011851 seconds (24.40 k allocations: 2.210 MiB) 8 plaq_t = 0.12291247368043612 acceptance ratio 1.0 Sfold = 22.400423253085513 Sfnew = 24.465217413846926 Sold = 8.88960868510992, Snew = 8.892907791772739 Snew - Sold = 0.0032991066628191845 0.011605 seconds (24.40 k allocations: 2.210 MiB) 9 plaq_t = 0.13711354863185812 acceptance ratio 1.0 Sfold = 14.137386178725606 Sfnew = 12.777938814474043 Sold = -12.671966084999532, Snew = -12.676667077992432 Snew - Sold = -0.004700992992900055 0.012045 seconds (24.38 k allocations: 2.209 MiB) 10 plaq_t = 0.12505153813139383 acceptance ratio 1.0 Nf = 1 ------------------------------------------------------------- RHMC mode! the coefficients for x^{1/8}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 15 α0: 2.6226563721874356 α: [-5.960771208125207e-6, -2.365926748832181e-5, -7.312974957271435e-5, -0.00021647258378734637, -0.0006342614065525487, -0.0018530026882076763, -0.005410134459579222, -0.01580639454625644, -0.04630025630383474, -0.13658135694721724, -0.4103890831099445, -1.2939417075231405, -4.636609634886856, -23.781760392176484, -426.7735702750801] β: [6.511406585080085e-5, 0.0003827736362029256, 0.001267715019499123, 0.003583090268588116, 0.009587354346137916, 0.02513865988838697, 0.06541997845298224, 0.169826364132841, 0.4409229237078518, 1.1481048390885387, 3.015181840776192, 8.102022022873221, 23.168853584928378, 79.54719981908272, 550.2916347706022] the coefficients for x^{-1/8}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 15 α0: 0.3812928032069815 α: [5.704553583093206e-5, 0.00015212625565764492, 0.000349624141431336, 0.0007978804843345692, 0.0018271691389798897, 0.004194095333537474, 0.009639799649923194, 0.022183627514153276, 0.05116785778935707, 0.11868662341141359, 0.2793062781945737, 0.6824916959670321, 1.8418776768771283, 6.536228531781246, 56.90662030012766] β: [4.652078712894077e-5, 0.0003218215104770888, 0.0011049316663925537, 0.003159705062233523, 0.00849036686736275, 0.02229761527729769, 0.05806003413186596, 0.15074220148748674, 0.39131776875161906, 1.018351818022971, 2.6701839814977193, 7.144670683970085, 20.193812967613667, 66.8802591890845, 393.15622001947446] ------------------------------------------------------------- ------------------------------------------------------------- RHMC mode! the coefficients for x^{1/4}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 10 α0: 5.7165557622098175 α: [-1.1472527436322903e-5, -8.22437195900441e-5, -0.0004911917249478209, -0.0028595740550169564, -0.01657546771377983, -0.09632764566721617, -0.5684080282956644, -3.574637513226843, -29.402805614736042, -910.454747964212] β: [0.00017585352463504747, 0.0012116676043259563, 0.005511731061457466, 0.023034355065820862, 0.09439559579370578, 0.38561054626048247, 1.5842943313284588, 6.695935386170518, 32.015219356384215, 297.1675517580863] the coefficients for x^{-1/4}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 10 α0: 0.17493050738884694 α: [0.000659835331355923, 0.0018359285824308825, 0.0051025759090143645, 0.014493338675151415, 0.04146036428067062, 0.1190535368426458, 0.3449286017982327, 1.0347965655277906, 3.585219290905995, 23.743072811520367] β: [8.614668677164346e-5, 0.0007996196969643771, 0.0038232149092825908, 0.01615861364506301, 0.06638822575850153, 0.2711990933978193, 1.1113834065181245, 4.644638810303384, 21.127906621091135, 145.57570030585526] ------------------------------------------------------------- Sfold = 30.72419780512879 + 0.0im Sfold = 44.43502511435836 Sfnew = 43.715376100116934 Sold = 22.861944228005406, Snew = 22.87194007596502 Snew - Sold = 0.00999584795961539 1.583963 seconds (307.56 k allocations: 19.530 MiB, 98.17% compilation time) 1 plaq_t = 0.13207305461587437 acceptance ratio 1.0 Sfold = 42.13007586488802 Sfnew = 41.891376784739485 Sold = 22.35631784058849, Snew = 22.356670872437732 Snew - Sold = 0.00035303184924373454 0.028391 seconds (45.73 k allocations: 5.155 MiB) 2 plaq_t = 0.13602089652653693 acceptance ratio 1.0 Sfold = 28.192650527715166 Sfnew = 27.737267069734873 Sold = 11.173534408036588, Snew = 11.173732794223401 Snew - Sold = 0.00019838618681333742 0.029118 seconds (45.78 k allocations: 5.161 MiB) 3 plaq_t = 0.13664230377538014 acceptance ratio 1.0 Sfold = 46.88029542806927 Sfnew = 46.49962087308423 Sold = 17.243479516750654, Snew = 17.24043419484172 Snew - Sold = -0.00304532190893525 0.029399 seconds (45.77 k allocations: 5.160 MiB) 4 plaq_t = 0.13331361889591187 acceptance ratio 1.0 Sfold = 24.187549963379354 Sfnew = 24.035840204456637 Sold = 6.783236455263392, Snew = 6.777488362283332 Snew - Sold = -0.005748092980059738 0.030346 seconds (45.76 k allocations: 5.158 MiB) 5 plaq_t = 0.12384052704061257 acceptance ratio 1.0 Sfold = 27.222865385327125 Sfnew = 27.59338633795787 Sold = 12.787851197231895, Snew = 12.784688440293383 Snew - Sold = -0.003162756938511535 0.027779 seconds (45.72 k allocations: 5.154 MiB) 6 plaq_t = 0.1218117848958229 acceptance ratio 1.0 Sfold = 27.504711375272795 Sfnew = 28.171828279819437 Sold = 34.72858436925725, Snew = 34.723293166086066 Snew - Sold = -0.005291203171182701 0.027512 seconds (45.67 k allocations: 5.152 MiB) 7 plaq_t = 0.10795473343557499 acceptance ratio 1.0 Sfold = 29.06344827654229 Sfnew = 27.245741385276705 Sold = 27.4301664064174, Snew = 27.433796576299525 Snew - Sold = 0.0036301698821255 0.029788 seconds (45.67 k allocations: 5.151 MiB) 8 plaq_t = 0.11638252046891419 acceptance ratio 1.0 Sfold = 34.377896560068294 Sfnew = 37.21286419561843 Sold = 25.377920031557196, Snew = 25.382655706960257 Snew - Sold = 0.004735675403061634 0.046156 seconds (45.67 k allocations: 5.151 MiB, 37.22% gc time) 9 plaq_t = 0.1277609916937577 acceptance ratio 1.0 Sfold = 35.46901891942093 Sfnew = 37.043561983577995 Sold = 17.128534495942397, Snew = 17.1277665524186 Snew - Sold = -0.0007679435237974985 0.029566 seconds (45.67 k allocations: 5.151 MiB) 10 plaq_t = 0.13022376661450222 acceptance ratio 1.0 ┌ Warning: Now, Nwing=0 is recommended. Please use NDW = 0 like Initialize_Gaugefields(NC,0,NX,NY,NZ,NT). └ @ Gaugefields.AbstractGaugefields_module ~/.julia/packages/Gaugefields/JBcsF/src/AbstractGaugefields.jl:371 ---------------------------------------------- Structure of the actions for Gaugefields num. of terms: 1 ------------------------------- 1-st term: coefficient: 2.75 + 0.0im ------------------------- 1-st loop L"$U_{1}(n)U_{2}(n+e_{1})U^{\dagger}_{1}(n+e_{2})U^{\dagger}_{2}(n)$" 2-nd loop L"$U_{2}(n)U_{1}(n+e_{2})U^{\dagger}_{2}(n+e_{1})U^{\dagger}_{1}(n)$" ------------------------- ---------------------------------------------- Nf = 4 Sfold = 44.12201081766221 + 0.0im Sfold = 43.178951525655194 Sfnew = 36.22482507800886 Sold = 85.73591917012244, Snew = 85.69313597227548 Snew - Sold = -0.04278319784695839 18.198487 seconds (4.86 M allocations: 256.706 MiB, 0.67% gc time, 99.79% compilation time) 1 plaq_t = 0.10217828883824755 acceptance ratio 1.0 Sfold = 60.87462981301983 Sfnew = 56.12146909290839 Sold = 105.80835648203637, Snew = 105.77849879469471 Snew - Sold = -0.02985768734166072 0.036455 seconds (56.96 k allocations: 5.130 MiB) 2 plaq_t = 0.08805500125035023 acceptance ratio 1.0 Sfold = 57.73322642252166 Sfnew = 51.693311806550035 Sold = 131.17256849603322, Snew = 131.21873380896997 Snew - Sold = 0.046165312936750524 0.036306 seconds (56.92 k allocations: 5.126 MiB) 3 plaq_t = 0.08343731510664833 acceptance ratio 1.0 Sfold = 49.36642456666237 Sfnew = 59.85622276020713 Sold = 128.9168421477915, Snew = 128.87661563881824 Snew - Sold = -0.0402265089732623 0.037383 seconds (56.97 k allocations: 5.130 MiB) 4 plaq_t = 0.0897911120258516 acceptance ratio 1.0 Sfold = 53.26695070182465 Sfnew = 46.87850543226131 Sold = 134.41613365644477, Snew = 134.43054000150082 Snew - Sold = 0.014406345056045211 0.043698 seconds (56.96 k allocations: 5.129 MiB) 5 plaq_t = 0.08160048619552425 acceptance ratio 1.0 Sfold = 47.25843099724795 Sfnew = 53.745431979267686 Sold = 132.55773656254135, Snew = 132.51180510651673 Snew - Sold = -0.045931456024618456 0.037233 seconds (57.05 k allocations: 5.139 MiB) 6 plaq_t = 0.0798297966190925 acceptance ratio 1.0 Sfold = 51.82425153436065 Sfnew = 51.99179973751204 Sold = 143.9208445397229, Snew = 143.90062967410887 Snew - Sold = -0.020214865614036626 0.036177 seconds (57.03 k allocations: 5.137 MiB) 7 plaq_t = 0.09287739072183063 acceptance ratio 1.0 Sfold = 32.22076669432917 Sfnew = 29.52490849264721 Sold = 112.33324626467868, Snew = 112.34205992490548 Snew - Sold = 0.008813660226806519 0.034809 seconds (57.07 k allocations: 5.141 MiB) 8 plaq_t = 0.0875621637734481 acceptance ratio 1.0 Sfold = 50.134311494205434 Sfnew = 57.183203201985506 Sold = 126.55821102365427, Snew = 126.5360564506821 Snew - Sold = -0.022154572972169717 0.035865 seconds (57.03 k allocations: 5.136 MiB) 9 plaq_t = 0.08362639789082475 acceptance ratio 1.0 Sfold = 55.00378062150034 Sfnew = 61.64980155510715 Sold = 158.17043461824935, Snew = 158.11827047025488 Snew - Sold = -0.052164147994460563 0.036341 seconds (57.41 k allocations: 5.170 MiB) 10 plaq_t = 0.059206860302519954 acceptance ratio 1.0 Nf = 2 Sfold = 24.567407665424454 + 0.0im Sfold = 24.248765192043567 Sfnew = 26.173741581254223 Sold = 116.77062195358118, Snew = 116.76700473883285 Snew - Sold = -0.003617214748331321 0.560449 seconds (130.12 k allocations: 9.249 MiB, 92.67% compilation time) 1 plaq_t = 0.07030723163465329 acceptance ratio 1.0 Sfold = 21.82355850402145 Sfnew = 17.58813022525563 Sold = 101.6073813071484, Snew = 101.59540084252772 Snew - Sold = -0.011980464620677367 0.040263 seconds (58.94 k allocations: 5.315 MiB) 2 plaq_t = 0.08256285964814598 acceptance ratio 1.0 Sfold = 25.649759391025963 Sfnew = 23.595083795556487 Sold = 115.4437561309192, Snew = 115.44889371253814 Snew - Sold = 0.00513758161893918 0.040690 seconds (58.77 k allocations: 5.300 MiB) 3 plaq_t = 0.07532174952353463 acceptance ratio 1.0 Sfold = 21.833007479810025 Sfnew = 29.640208333147225 Sold = 112.14617013538745, Snew = 112.14078556571445 Snew - Sold = -0.005384569672997941 0.041585 seconds (58.73 k allocations: 5.296 MiB) 4 plaq_t = 0.057739016780459916 acceptance ratio 1.0 Sfold = 25.20689190574798 Sfnew = 24.402030462238628 Sold = 110.42936332588236, Snew = 110.42701224477787 Snew - Sold = -0.0023510811044928914 0.044137 seconds (58.95 k allocations: 5.314 MiB) 5 plaq_t = 0.0877142486604281 acceptance ratio 1.0 Sfold = 19.83676420019197 Sfnew = 24.840781846186488 Sold = 116.97889517380054, Snew = 116.95684760680602 Snew - Sold = -0.022047566994515932 0.043664 seconds (60.21 k allocations: 5.430 MiB) 6 plaq_t = 0.0754710764774131 acceptance ratio 1.0 Sfold = 20.161971894307392 Sfnew = 19.561705643303956 Sold = 108.3675709035123, Snew = 108.37558996580381 Snew - Sold = 0.008019062291509726 0.040713 seconds (58.86 k allocations: 5.308 MiB) 7 plaq_t = 0.08088116250013024 acceptance ratio 1.0 Sfold = 23.175464300781083 Sfnew = 22.515307818297348 Sold = 115.51710632005405, Snew = 115.49401235353758 Snew - Sold = -0.023093966516469777 0.040884 seconds (59.60 k allocations: 5.374 MiB) 8 plaq_t = 0.06925581197842415 acceptance ratio 1.0 Sfold = 38.9098633013923 Sfnew = 35.70876508716963 Sold = 133.3446913091659, Snew = 133.34736463139075 Snew - Sold = 0.0026733222248367383 0.041284 seconds (59.16 k allocations: 5.336 MiB) 9 plaq_t = 0.06562951813294515 acceptance ratio 1.0 Sfold = 20.794037653013252 Sfnew = 19.64683958310427 Sold = 122.65856035990771, Snew = 122.64145872785402 Snew - Sold = -0.01710163205369497 0.041928 seconds (58.89 k allocations: 5.311 MiB) 10 plaq_t = 0.07102579536428408 acceptance ratio 1.0 Nf = 1 ------------------------------------------------------------- RHMC mode! the coefficients for x^{1/8}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 15 α0: 2.6226563721874356 α: [-5.960771208125207e-6, -2.365926748832181e-5, -7.312974957271435e-5, -0.00021647258378734637, -0.0006342614065525487, -0.0018530026882076763, -0.005410134459579222, -0.01580639454625644, -0.04630025630383474, -0.13658135694721724, -0.4103890831099445, -1.2939417075231405, -4.636609634886856, -23.781760392176484, -426.7735702750801] β: [6.511406585080085e-5, 0.0003827736362029256, 0.001267715019499123, 0.003583090268588116, 0.009587354346137916, 0.02513865988838697, 0.06541997845298224, 0.169826364132841, 0.4409229237078518, 1.1481048390885387, 3.015181840776192, 8.102022022873221, 23.168853584928378, 79.54719981908272, 550.2916347706022] the coefficients for x^{-1/8}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 15 α0: 0.3812928032069815 α: [5.704553583093206e-5, 0.00015212625565764492, 0.000349624141431336, 0.0007978804843345692, 0.0018271691389798897, 0.004194095333537474, 0.009639799649923194, 0.022183627514153276, 0.05116785778935707, 0.11868662341141359, 0.2793062781945737, 0.6824916959670321, 1.8418776768771283, 6.536228531781246, 56.90662030012766] β: [4.652078712894077e-5, 0.0003218215104770888, 0.0011049316663925537, 0.003159705062233523, 0.00849036686736275, 0.02229761527729769, 0.05806003413186596, 0.15074220148748674, 0.39131776875161906, 1.018351818022971, 2.6701839814977193, 7.144670683970085, 20.193812967613667, 66.8802591890845, 393.15622001947446] ------------------------------------------------------------- ------------------------------------------------------------- RHMC mode! the coefficients for x^{1/4}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 10 α0: 5.7165557622098175 α: [-1.1472527436322903e-5, -8.22437195900441e-5, -0.0004911917249478209, -0.0028595740550169564, -0.01657546771377983, -0.09632764566721617, -0.5684080282956644, -3.574637513226843, -29.402805614736042, -910.454747964212] β: [0.00017585352463504747, 0.0012116676043259563, 0.005511731061457466, 0.023034355065820862, 0.09439559579370578, 0.38561054626048247, 1.5842943313284588, 6.695935386170518, 32.015219356384215, 297.1675517580863] the coefficients for x^{-1/4}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 10 α0: 0.17493050738884694 α: [0.000659835331355923, 0.0018359285824308825, 0.0051025759090143645, 0.014493338675151415, 0.04146036428067062, 0.1190535368426458, 0.3449286017982327, 1.0347965655277906, 3.585219290905995, 23.743072811520367] β: [8.614668677164346e-5, 0.0007996196969643771, 0.0038232149092825908, 0.01615861364506301, 0.06638822575850153, 0.2711990933978193, 1.1113834065181245, 4.644638810303384, 21.127906621091135, 145.57570030585526] ------------------------------------------------------------- Sfold = 44.2639014656419 + 0.0im Sfold = 44.85011873500373 Sfnew = 44.40174939077608 Sold = 116.03751855706277, Snew = 116.04113988059589 Snew - Sold = 0.0036213235331246096 1.761828 seconds (347.49 k allocations: 23.509 MiB, 95.48% compilation time) 1 plaq_t = 0.06458306935527669 acceptance ratio 1.0 Sfold = 59.277336208591606 Sfnew = 58.512093236932984 Sold = 161.60101109166453, Snew = 161.5942913052781 Snew - Sold = -0.006719786386440774 0.079132 seconds (86.66 k allocations: 9.228 MiB) 2 plaq_t = 0.07121257470359713 acceptance ratio 1.0 Sfold = 53.22023530265793 Sfnew = 51.705177262044465 Sold = 144.19596900989944, Snew = 144.19661719396115 Snew - Sold = 0.0006481840617027501 0.081381 seconds (87.73 k allocations: 9.323 MiB) 3 plaq_t = 0.06460735167043692 acceptance ratio 1.0 Sfold = 38.61672486075543 Sfnew = 39.49461544442574 Sold = 153.1284973223806, Snew = 153.12505703610108 Snew - Sold = -0.003440286279527527 0.078466 seconds (84.87 k allocations: 9.069 MiB) 4 plaq_t = 0.07249158819952975 acceptance ratio 1.0 Sfold = 59.81359102945246 Sfnew = 61.83689595661839 Sold = 150.8739424205419, Snew = 150.8699110114988 Snew - Sold = -0.0040314090431081695 0.078050 seconds (84.41 k allocations: 9.030 MiB) 5 plaq_t = 0.06768492759128379 acceptance ratio 1.0 Sfold = 44.786618880358965 Sfnew = 47.493658987437016 Sold = 131.64529457467998, Snew = 131.64107964626504 Snew - Sold = -0.004214928414938868 0.099037 seconds (85.59 k allocations: 9.133 MiB, 19.18% gc time) 6 plaq_t = 0.06387416000907763 acceptance ratio 1.0 Sfold = 44.46553342076076 Sfnew = 43.76309625241002 Sold = 131.08994252571853, Snew = 131.0985459754006 Snew - Sold = 0.008603449682084374 0.080450 seconds (86.57 k allocations: 9.218 MiB) 7 plaq_t = 0.07247475541116606 acceptance ratio 1.0 Sfold = 47.93410102151342 Sfnew = 47.81319074467331 Sold = 131.2785179715267, Snew = 131.2763311780781 Snew - Sold = -0.0021867934486010654 0.078938 seconds (86.20 k allocations: 9.187 MiB) 8 plaq_t = 0.06767011716773072 acceptance ratio 1.0 Sfold = 42.75852964198043 Sfnew = 44.0014805168362 Sold = 148.3337709187764, Snew = 148.3305631116394 Snew - Sold = -0.0032078071369880945 0.078211 seconds (85.92 k allocations: 9.164 MiB) 9 plaq_t = 0.07740247744274473 acceptance ratio 1.0 Sfold = 46.111939819624965 Sfnew = 46.28244861594985 Sold = 145.38233536404368, Snew = 145.37681176805947 Snew - Sold = -0.005523595984215035 0.080475 seconds (86.37 k allocations: 9.202 MiB) 10 plaq_t = 0.05163781374107359 acceptance ratio 1.0 4D HMC ---------------------------------------------- Structure of the actions for Gaugefields num. of terms: 1 ------------------------------- 1-st term: coefficient: 2.75 + 0.0im ------------------------- 1-st loop L"$U_{1}(n)U_{2}(n+e_{1})U^{\dagger}_{1}(n+e_{2})U^{\dagger}_{2}(n)$" 2-nd loop L"$U_{1}(n)U_{3}(n+e_{1})U^{\dagger}_{1}(n+e_{3})U^{\dagger}_{3}(n)$" 3-rd loop L"$U_{1}(n)U_{4}(n+e_{1})U^{\dagger}_{1}(n+e_{4})U^{\dagger}_{4}(n)$" 4-th loop L"$U_{2}(n)U_{3}(n+e_{2})U^{\dagger}_{2}(n+e_{3})U^{\dagger}_{3}(n)$" 5-th loop L"$U_{2}(n)U_{4}(n+e_{2})U^{\dagger}_{2}(n+e_{4})U^{\dagger}_{4}(n)$" 6-th loop L"$U_{3}(n)U_{4}(n+e_{3})U^{\dagger}_{3}(n+e_{4})U^{\dagger}_{4}(n)$" 7-th loop L"$U_{2}(n)U_{1}(n+e_{2})U^{\dagger}_{2}(n+e_{1})U^{\dagger}_{1}(n)$" 8-th loop L"$U_{3}(n)U_{1}(n+e_{3})U^{\dagger}_{3}(n+e_{1})U^{\dagger}_{1}(n)$" 9-th loop L"$U_{4}(n)U_{1}(n+e_{4})U^{\dagger}_{4}(n+e_{1})U^{\dagger}_{1}(n)$" 10-th loop L"$U_{3}(n)U_{2}(n+e_{3})U^{\dagger}_{3}(n+e_{2})U^{\dagger}_{2}(n)$" 11-th loop L"$U_{4}(n)U_{2}(n+e_{4})U^{\dagger}_{4}(n+e_{2})U^{\dagger}_{2}(n)$" 12-th loop L"$U_{4}(n)U_{3}(n+e_{4})U^{\dagger}_{4}(n+e_{3})U^{\dagger}_{3}(n)$" ------------------------- ---------------------------------------------- Nf = 8 Sfold = 809.7278660551585 + 0.0im Sfold = 761.6098293576775 Sfnew = 531.9929388899386 Sold = -3716.9058058062215, Snew = -3719.0859320396835 Snew - Sold = -2.1801262334620333 29.435967 seconds (5.29 M allocations: 283.439 MiB, 0.41% gc time, 86.41% compilation time) 1 plaq_t = 0.8042799858105049 acceptance ratio 1.0 Sfold = 718.873611206281 Sfnew = 606.637502545887 Sold = -2011.7000323334041, Snew = -2012.641028707039 Snew - Sold = -0.940996373634789 5.632666 seconds (338.45 k allocations: 33.283 MiB) 2 plaq_t = 0.7072264630500137 acceptance ratio 1.0 Sfold = 795.757193072579 Sfnew = 673.8566767374156 Sold = -1096.047428637798, Snew = -1096.3396807003296 Snew - Sold = -0.2922520625315883 6.781605 seconds (389.44 k allocations: 38.256 MiB, 6.97% gc time) 3 plaq_t = 0.6490017084494957 acceptance ratio 1.0 Sfold = 771.3655194694747 Sfnew = 718.7868058001635 Sold = -634.3049505220051, Snew = -634.3853303694838 Snew - Sold = -0.08037984747863902 6.897517 seconds (432.86 k allocations: 42.494 MiB) 4 plaq_t = 0.6238242866544828 acceptance ratio 1.0 Sfold = 806.4919764462479 Sfnew = 788.9023889914745 Sold = -386.86333614400246, Snew = -386.9634764377695 Snew - Sold = -0.10014029376702638 7.626816 seconds (453.29 k allocations: 44.487 MiB, 0.19% gc time) 5 plaq_t = 0.6040016141612914 acceptance ratio 1.0 Sfold = 801.6697598093027 Sfnew = 772.2982294859623 Sold = -134.0537197694399, Snew = -134.24324981912355 Snew - Sold = -0.18953004968363985 7.482330 seconds (465.62 k allocations: 45.692 MiB) 6 plaq_t = 0.589643357578297 acceptance ratio 1.0 Sfold = 755.7119757418176 Sfnew = 729.096617222025 Sold = -185.53042149287933, Snew = -185.3535066073092 Snew - Sold = 0.17691488557011326 7.331491 seconds (454.93 k allocations: 44.648 MiB, 0.08% gc time) 7 plaq_t = 0.588663699364427 acceptance ratio 1.0 Sfold = 732.6459534076611 Sfnew = 739.3455854625174 Sold = -110.48408287179711, Snew = -110.57827141656594 Snew - Sold = -0.09418854476882643 7.353974 seconds (454.25 k allocations: 44.581 MiB, 0.07% gc time) 8 plaq_t = 0.5951776600754773 acceptance ratio 1.0 Sfold = 814.2696410099284 Sfnew = 779.3437039188851 Sold = -219.14155863975475, Snew = -218.86623355077938 Snew - Sold = 0.27532508897536445 7.244053 seconds (437.61 k allocations: 42.954 MiB, 0.06% gc time) 9 plaq_t = 0.6082131869027593 acceptance ratio 1.0 Sfold = 725.0766252547884 Sfnew = 715.5726953210677 Sold = -387.0657905274337, Snew = -387.1187572045111 Snew - Sold = -0.05296667707739289 6.302830 seconds (384.74 k allocations: 37.795 MiB, 0.14% gc time) 10 plaq_t = 0.617235431621926 acceptance ratio 1.0 Nf = 4 Sfold = 378.9337012268284 + 0.0im Sfold = 382.7679626936387 Sfnew = 381.0782922893986 Sold = -660.0897713286167, Snew = -660.1221995773772 Snew - Sold = -0.03242824876042505 7.027605 seconds (483.17 k allocations: 44.168 MiB, 0.19% gc time, 7.70% compilation time) 1 plaq_t = 0.6007776217250355 acceptance ratio 1.0 Sfold = 376.4660232837812 Sfnew = 380.30517494708414 Sold = -551.129046543135, Snew = -551.1729523760196 Snew - Sold = -0.043905832884547635 7.185876 seconds (433.07 k allocations: 42.562 MiB, 0.17% gc time) 2 plaq_t = 0.5917062535928063 acceptance ratio 1.0 Sfold = 384.2274434793488 Sfnew = 408.180794623482 Sold = -551.3506981906783, Snew = -551.4821736735769 Snew - Sold = -0.13147548289862243 6.889424 seconds (440.12 k allocations: 43.250 MiB, 0.11% gc time) 3 plaq_t = 0.5868927539309342 acceptance ratio 1.0 Sfold = 384.0667378420581 Sfnew = 374.3023448850215 Sold = -541.4625543072743, Snew = -541.3631755805993 Snew - Sold = 0.09937872667501324 7.002079 seconds (425.58 k allocations: 41.830 MiB, 0.06% gc time) 4 plaq_t = 0.5846564067096888 acceptance ratio 1.0 Sfold = 389.17689912840683 Sfnew = 366.9187926560682 Sold = -473.1632415215174, Snew = -473.15784507356585 Snew - Sold = 0.005396447951568462 6.938609 seconds (422.35 k allocations: 41.518 MiB, 0.10% gc time) 5 plaq_t = 0.5795818983284146 acceptance ratio 1.0 Sfold = 379.44134420536324 Sfnew = 379.9731324524736 Sold = -449.55865656067095, Snew = -449.66808876329026 Snew - Sold = -0.10943220261930264 7.301568 seconds (448.46 k allocations: 44.069 MiB, 0.06% gc time) 6 plaq_t = 0.5825580773656577 acceptance ratio 1.0 Sfold = 373.0659414017321 Sfnew = 342.48608996494914 Sold = -422.85066023403186, Snew = -422.97721389853467 Snew - Sold = -0.1265536645028078 6.330115 seconds (462.71 k allocations: 45.458 MiB, 0.11% gc time) 7 plaq_t = 0.572138261363928 acceptance ratio 1.0 Sfold = 398.9504952078704 Sfnew = 391.8042127514168 Sold = -349.9952881398423, Snew = -349.9001651594058 Snew - Sold = 0.0951229804364857 7.586481 seconds (473.47 k allocations: 46.512 MiB, 0.09% gc time) 8 plaq_t = 0.5703439947419647 acceptance ratio 1.0 Sfold = 392.81418796862476 Sfnew = 361.87407077211634 Sold = -264.343613523092, Snew = -264.24283563901184 Snew - Sold = 0.10077788408017341 7.672629 seconds (493.11 k allocations: 48.432 MiB, 0.04% gc time) 9 plaq_t = 0.5623943613901763 acceptance ratio 1.0 Sfold = 385.5956179281893 Sfnew = 372.0161591197662 Sold = -385.70570604052955, Snew = -385.57059960106875 Snew - Sold = 0.1351064394607988 7.527431 seconds (458.44 k allocations: 45.044 MiB, 0.09% gc time) 10 plaq_t = 0.5754953335386264 acceptance ratio 1.0 Nf = 2 ------------------------------------------------------------- RHMC mode! the coefficients for x^{1/8}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 15 α0: 2.6226563721874356 α: [-5.960771208125207e-6, -2.365926748832181e-5, -7.312974957271435e-5, -0.00021647258378734637, -0.0006342614065525487, -0.0018530026882076763, -0.005410134459579222, -0.01580639454625644, -0.04630025630383474, -0.13658135694721724, -0.4103890831099445, -1.2939417075231405, -4.636609634886856, -23.781760392176484, -426.7735702750801] β: [6.511406585080085e-5, 0.0003827736362029256, 0.001267715019499123, 0.003583090268588116, 0.009587354346137916, 0.02513865988838697, 0.06541997845298224, 0.169826364132841, 0.4409229237078518, 1.1481048390885387, 3.015181840776192, 8.102022022873221, 23.168853584928378, 79.54719981908272, 550.2916347706022] the coefficients for x^{-1/8}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 15 α0: 0.3812928032069815 α: [5.704553583093206e-5, 0.00015212625565764492, 0.000349624141431336, 0.0007978804843345692, 0.0018271691389798897, 0.004194095333537474, 0.009639799649923194, 0.022183627514153276, 0.05116785778935707, 0.11868662341141359, 0.2793062781945737, 0.6824916959670321, 1.8418776768771283, 6.536228531781246, 56.90662030012766] β: [4.652078712894077e-5, 0.0003218215104770888, 0.0011049316663925537, 0.003159705062233523, 0.00849036686736275, 0.02229761527729769, 0.05806003413186596, 0.15074220148748674, 0.39131776875161906, 1.018351818022971, 2.6701839814977193, 7.144670683970085, 20.193812967613667, 66.8802591890845, 393.15622001947446] ------------------------------------------------------------- ------------------------------------------------------------- RHMC mode! the coefficients for x^{1/4}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 10 α0: 5.7165557622098175 α: [-1.1472527436322903e-5, -8.22437195900441e-5, -0.0004911917249478209, -0.0028595740550169564, -0.01657546771377983, -0.09632764566721617, -0.5684080282956644, -3.574637513226843, -29.402805614736042, -910.454747964212] β: [0.00017585352463504747, 0.0012116676043259563, 0.005511731061457466, 0.023034355065820862, 0.09439559579370578, 0.38561054626048247, 1.5842943313284588, 6.695935386170518, 32.015219356384215, 297.1675517580863] the coefficients for x^{-1/4}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 10 α0: 0.17493050738884694 α: [0.000659835331355923, 0.0018359285824308825, 0.0051025759090143645, 0.014493338675151415, 0.04146036428067062, 0.1190535368426458, 0.3449286017982327, 1.0347965655277906, 3.585219290905995, 23.743072811520367] β: [8.614668677164346e-5, 0.0007996196969643771, 0.0038232149092825908, 0.01615861364506301, 0.06638822575850153, 0.2711990933978193, 1.1113834065181245, 4.644638810303384, 21.127906621091135, 145.57570030585526] ------------------------------------------------------------- Sfold = 784.1204857420387 + 0.0im Sfold = 740.2283575444097 Sfnew = 733.5402291132757 Sold = -24.849377054195543, Snew = -24.90716996379456 Snew - Sold = -0.05779290959901573 11.232747 seconds (848.92 k allocations: 88.120 MiB, 0.32% gc time, 17.79% compilation time) 1 plaq_t = 0.5706149694365209 acceptance ratio 1.0 Sfold = 760.9031765523897 Sfnew = 771.8148555796199 Sold = 82.99324176085713, Snew = 82.99926982100874 Snew - Sold = 0.006028060151606951 10.114284 seconds (614.30 k allocations: 78.036 MiB, 0.10% gc time) 2 plaq_t = 0.560360563014237 acceptance ratio 1.0 Sfold = 753.9025017244982 Sfnew = 755.026079587895 Sold = 149.68927843187578, Snew = 149.65063926330652 Snew - Sold = -0.03863916856926153 10.639818 seconds (642.77 k allocations: 80.797 MiB, 0.11% gc time) 3 plaq_t = 0.5639070025916876 acceptance ratio 1.0 Sfold = 762.5842490690526 Sfnew = 755.6600822108961 Sold = 51.807394332526314, Snew = 51.82547507115612 Snew - Sold = 0.018080738629805637 10.551244 seconds (617.43 k allocations: 78.340 MiB, 0.10% gc time) 4 plaq_t = 0.565792902449923 acceptance ratio 1.0 Sfold = 758.6939651270279 Sfnew = 765.4299905283726 Sold = 48.13256689529476, Snew = 48.10503446956977 Snew - Sold = -0.027532425724984932 10.420147 seconds (615.93 k allocations: 78.194 MiB, 0.10% gc time) 5 plaq_t = 0.571308290574816 acceptance ratio 1.0 Sfold = 755.4620755334512 Sfnew = 756.1095404354736 Sold = 46.321021698154595, Snew = 46.259460577880304 Snew - Sold = -0.06156112027429117 10.020681 seconds (597.03 k allocations: 76.362 MiB, 0.10% gc time) 6 plaq_t = 0.5585792229303915 acceptance ratio 1.0 Sfold = 751.8497464509685 Sfnew = 750.056791113659 Sold = 87.96229568911099, Snew = 88.03278611823623 Snew - Sold = 0.07049042912524328 10.079824 seconds (598.10 k allocations: 76.466 MiB, 0.11% gc time) 7 plaq_t = 0.5649799981379245 acceptance ratio 1.0 Sfold = 782.6835909168964 Sfnew = 793.8327421178248 Sold = 209.52677390386327, Snew = 209.42223306674816 Snew - Sold = -0.10454083711510975 9.671283 seconds (580.42 k allocations: 74.752 MiB, 0.11% gc time) 8 plaq_t = 0.5601595317526034 acceptance ratio 1.0 Sfold = 781.9840498360843 Sfnew = 784.6800494927792 Sold = 187.78800180620487, Snew = 187.76540226646364 Snew - Sold = -0.022599539741236185 9.575755 seconds (565.22 k allocations: 73.278 MiB, 0.11% gc time) 9 plaq_t = 0.5630368721620324 acceptance ratio 1.0 Sfold = 740.3980277171893 Sfnew = 748.806211064436 Sold = 107.51111330673643, Snew = 107.53785287358915 Snew - Sold = 0.026739566852711505 10.025162 seconds (587.80 k allocations: 75.467 MiB, 0.10% gc time) 10 plaq_t = 0.5611223737271854 acceptance ratio 1.0 Wilson HMC WARNING: Method definition MDtest!(Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:4 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:9. WARNING: Method definition calc_action(Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:27 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:37. WARNING: Method definition MDstep!(Any, Any, Any, Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:36 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:46. WARNING: Method definition U_update!(Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:77 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:106. WARNING: Method definition P_update!(Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:92 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:121. WARNING: Method definition P_update_fermion!(Any, Any, Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:105 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:134. WARNING: Method definition test1_2D() in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:161 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:194. 2D HMC ---------------------------------------------- Structure of the actions for Gaugefields num. of terms: 1 ------------------------------- 1-st term: coefficient: 2.75 + 0.0im ------------------------- 1-st loop L"$U_{1}(n)U_{2}(n+e_{1})U^{\dagger}_{1}(n+e_{2})U^{\dagger}_{2}(n)$" 2-nd loop L"$U_{2}(n)U_{1}(n+e_{2})U^{\dagger}_{2}(n+e_{1})U^{\dagger}_{1}(n)$" ------------------------- ---------------------------------------------- Sfold = 107.09540080887582 Sold = 160.89677911867392 Wilson HMC: Error During Test at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/runtests.jl:57 Got exception outside of a @test LoadError: MethodError: no method matching mul_1minusγμx!(::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, ::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, ::Int64) The function `mul_1minusγμx!` exists, but no method is defined for this combination of argument types. Closest candidates are: mul_1minusγμx!(!Matched::LatticeDiracOperators.Dirac_operators.WilsonFermion_4D, ::Any, ::Any) @ LatticeDiracOperators ~/.julia/packages/LatticeDiracOperators/Tc0E8/src/WilsonFermion/WilsonFermion_4D.jl:94 Stacktrace: [1] calc_UdSfdU_fromX!(UdSfdU::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, Y::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, X::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}; coeff::Int64) @ LatticeDiracOperators.Dirac_operators ~/.julia/packages/LatticeDiracOperators/Tc0E8/src/action/WilsonFermiAction.jl:169 [2] calc_UdSfdU_fromX! @ ~/.julia/packages/LatticeDiracOperators/Tc0E8/src/action/WilsonFermiAction.jl:128 [inlined] [3] calc_UdSfdU!(UdSfdU::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, ϕ::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}) @ LatticeDiracOperators.Dirac_operators ~/.julia/packages/LatticeDiracOperators/Tc0E8/src/action/WilsonFermiAction.jl:121 [4] P_update_fermion!(U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, p::Vector{Gaugefields.AbstractGaugefields_module.TA_Gaugefields_2D_serial{3, 8}}, ϵ::Float64, Δτ::Float64, Dim::Int64, gauge_action::GaugeAction{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, Gaugefields.GaugeAction_module.GaugeAction_dataset{2}}, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, η::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}) @ Main ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:142 [5] MDstep!(gauge_action::GaugeAction{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, Gaugefields.GaugeAction_module.GaugeAction_dataset{2}}, U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, p::Vector{Gaugefields.AbstractGaugefields_module.TA_Gaugefields_2D_serial{3, 8}}, MDsteps::Int64, Dim::Int64, Uold::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, η::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, ξ::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}) @ Main ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:80 [6] macro expansion @ ./timing.jl:645 [inlined] [7] MDtest!(gauge_action::GaugeAction{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, Gaugefields.GaugeAction_module.GaugeAction_dataset{2}}, U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, Dim::Int64, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, η::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, ξ::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}) @ Main ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:25 [8] test1_2D() @ Main ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:232 [9] top-level scope @ ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:256 [10] include(mapexpr::Function, mod::Module, _path::String) @ Base ./Base.jl:310 [11] top-level scope @ ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/runtests.jl:7 [12] macro expansion @ /opt/julia/share/julia/stdlib/v1.13/Test/src/Test.jl:1855 [inlined] [13] macro expansion @ ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/runtests.jl:58 [inlined] [14] macro expansion @ /opt/julia/share/julia/stdlib/v1.13/Test/src/Test.jl:1855 [inlined] [15] macro expansion @ ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/runtests.jl:59 [inlined] [16] include(mapexpr::Function, mod::Module, _path::String) @ Base ./Base.jl:310 [17] top-level scope @ none:6 [18] eval(m::Module, e::Any) @ Core ./boot.jl:489 [19] exec_options(opts::Base.JLOptions) @ Base ./client.jl:290 [20] _start() @ Base ./client.jl:557 in expression starting at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:256 0.24391760235800217 + 1.0176343328960977im BICG -------------------------------------- bicg method 1-th eps: 604.667941290604 2-th eps: 180.61011848369859 3-th eps: 68.46555368107663 4-th eps: 30.057693091566957 5-th eps: 13.990740721303453 6-th eps: 6.645671087025263 7-th eps: 3.436921241587463 8-th eps: 2.277119980783077 9-th eps: 1.3466191815153268 10-th eps: 0.38966626525912335 11-th eps: 0.07214088184052181 12-th eps: 0.01379630933759257 13-th eps: 0.0029124140896878994 14-th eps: 0.0006012942125857949 15-th eps: 0.00011217786268113247 16-th eps: 1.5715133952202928e-5 17-th eps: 1.5881728147204112e-6 18-th eps: 6.346727507037028e-8 19-th eps: 5.4255783793724366e-11 Converged at 19-th step. eps: 5.4255783793724366e-11 -------------------------------------- 3.703627 seconds (611.39 k allocations: 32.530 MiB, 97.13% compilation time) 3665.765563088532 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 85.48651788061038 2-th eps: 8.53537286475071 3-th eps: 6.867539622697422 4-th eps: 0.2178750633550603 5-th eps: 0.07450541930035107 6-th eps: 0.01155154884002754 7-th eps: 0.0022540445890120004 8-th eps: 0.11682782480651921 9-th eps: 0.0011445624041483574 10-th eps: 0.0007069906866659483 11-th eps: 7.50003589637407e-5 12-th eps: 4.53940874647974e-6 13-th eps: 2.1074814098126963e-6 14-th eps: 2.7177041640333473e-7 15-th eps: 1.6292530781993623e-8 16-th eps: 1.5010406091897451e-12 Converged at 16-th step. eps: 1.5010406091897451e-12 -------------------------------------- 0.426119 seconds (50.37 k allocations: 2.826 MiB, 78.09% compilation time) 3665.7654367673176 + 0.0im BICG -------------------------------------- bicg method 1-th eps: 604.667941290604 2-th eps: 180.61011848369859 3-th eps: 68.46555368107663 4-th eps: 30.057693091566957 5-th eps: 13.990740721303453 6-th eps: 6.645671087025263 7-th eps: 3.436921241587463 8-th eps: 2.277119980783077 9-th eps: 1.3466191815153268 10-th eps: 0.38966626525912335 11-th eps: 0.07214088184052181 12-th eps: 0.01379630933759257 13-th eps: 0.0029124140896878994 14-th eps: 0.0006012942125857949 15-th eps: 0.00011217786268113247 16-th eps: 1.5715133952202928e-5 17-th eps: 1.5881728147204112e-6 18-th eps: 6.346727507037028e-8 19-th eps: 5.4255783793724366e-11 Converged at 19-th step. eps: 5.4255783793724366e-11 -------------------------------------- 0.100742 seconds (1.86 k allocations: 156.859 KiB) 3665.765563088532 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 85.48651788061038 2-th eps: 8.53537286475071 3-th eps: 6.867539622697422 4-th eps: 0.2178750633550603 5-th eps: 0.07450541930035107 6-th eps: 0.01155154884002754 7-th eps: 0.0022540445890120004 8-th eps: 0.11682782480651921 9-th eps: 0.0011445624041483574 10-th eps: 0.0007069906866659483 11-th eps: 7.50003589637407e-5 12-th eps: 4.53940874647974e-6 13-th eps: 2.1074814098126963e-6 14-th eps: 2.7177041640333473e-7 15-th eps: 1.6292530781993623e-8 16-th eps: 1.5010406091897451e-12 Converged at 16-th step. eps: 1.5010406091897451e-12 -------------------------------------- 0.094441 seconds (1.58 k allocations: 133.234 KiB) 3665.7654367673176 + 0.0im BICG -------------------------------------- bicg method 1-th eps: 604.667941290604 2-th eps: 180.61011848369859 3-th eps: 68.46555368107663 4-th eps: 30.057693091566957 5-th eps: 13.990740721303453 6-th eps: 6.645671087025263 7-th eps: 3.436921241587463 8-th eps: 2.277119980783077 9-th eps: 1.3466191815153268 10-th eps: 0.38966626525912335 11-th eps: 0.07214088184052181 12-th eps: 0.01379630933759257 13-th eps: 0.0029124140896878994 14-th eps: 0.0006012942125857949 15-th eps: 0.00011217786268113247 16-th eps: 1.5715133952202928e-5 17-th eps: 1.5881728147204112e-6 18-th eps: 6.346727507037028e-8 19-th eps: 5.4255783793724366e-11 Converged at 19-th step. eps: 5.4255783793724366e-11 -------------------------------------- 0.098422 seconds (1.86 k allocations: 156.859 KiB) 3665.765563088532 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 85.48651788061038 2-th eps: 8.53537286475071 3-th eps: 6.867539622697422 4-th eps: 0.2178750633550603 5-th eps: 0.07450541930035107 6-th eps: 0.01155154884002754 7-th eps: 0.0022540445890120004 8-th eps: 0.11682782480651921 9-th eps: 0.0011445624041483574 10-th eps: 0.0007069906866659483 11-th eps: 7.50003589637407e-5 12-th eps: 4.53940874647974e-6 13-th eps: 2.1074814098126963e-6 14-th eps: 2.7177041640333473e-7 15-th eps: 1.6292530781993623e-8 16-th eps: 1.5010406091897451e-12 Converged at 16-th step. eps: 1.5010406091897451e-12 -------------------------------------- 0.094794 seconds (1.58 k allocations: 132.953 KiB) 3665.7654367673176 + 0.0im Sfold = 3054.629212828544 + 0.0im -------------------------------------- cg method 1-th eps: 620.2582958673066 2-th eps: 170.3720146237497 3-th eps: 55.7802729370867 4-th eps: 20.764427377631534 5-th eps: 7.811586948170891 6-th eps: 2.84764661791823 7-th eps: 1.356977530840076 8-th eps: 0.8845740936750842 9-th eps: 0.9280970819758552 10-th eps: 0.3253678994240712 11-th eps: 0.052216710014734914 12-th eps: 0.010291568892854966 13-th eps: 0.002695609191525247 14-th eps: 0.00040955833117130617 15-th eps: 9.566286680494657e-5 16-th eps: 1.1097641172067233e-5 17-th eps: 1.1467015401714209e-6 18-th eps: 6.450058347192819e-8 19-th eps: 4.697781647202254e-11 20-th eps: 2.3160507391996328e-20 Converged at 20-th step. eps: 2.3160507391996328e-20 -------------------------------------- -------------------------------------- bicg method 1-th eps: 145.24293505771269 2-th eps: 59.65241507951781 3-th eps: 26.86716797520205 4-th eps: 13.42196724948225 5-th eps: 7.089127360377279 6-th eps: 3.877540368004463 7-th eps: 2.246922038350002 8-th eps: 1.37059292116762 9-th eps: 0.43750217507666095 10-th eps: 0.06429799480722784 11-th eps: 0.011935685241170937 12-th eps: 0.0025472113499615937 13-th eps: 0.000584022980371161 14-th eps: 0.0001299552566715305 15-th eps: 1.561472171140095e-5 16-th eps: 2.2664367962312198e-6 17-th eps: 1.6376057084125968e-7 18-th eps: 3.123056120891172e-9 19-th eps: 1.496406505432385e-12 20-th eps: 2.906570307870629e-17 21-th eps: 3.6380506661554167e-26 Converged at 21-th step. eps: 3.6380506661554167e-26 -------------------------------------- Sfnew = 3054.6292128285463 Test Summary: | Pass Error Total Time LatticeDiracOperators.jl | 19 1 20 7m42.0s Domainwall | 1 1 1m09.2s Staggered HMC | 17 17 5m54.8s Wilson HMC | 1 1 29.7s Basic operations | 1 1 8.3s RNG of the outermost testset: Xoshiro(0xd9a85f4c040d81d2, 0x1959331815a95407, 0xa7315d7b48f901b7, 0xc8ee153db1bba3cd, 0xe82d60ac8e080115) ERROR: LoadError: Some tests did not pass: 19 passed, 0 failed, 1 errored, 0 broken. in expression starting at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/runtests.jl:6 Testing failed after 482.11s ERROR: LoadError: Package LatticeDiracOperators errored during testing Stacktrace: [1] pkgerror(msg::String) @ Pkg.Types /opt/julia/share/julia/stdlib/v1.13/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/v1.13/Pkg/src/Operations.jl:2446 [3] test @ /opt/julia/share/julia/stdlib/v1.13/Pkg/src/Operations.jl:2301 [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/v1.13/Pkg/src/API.jl:500 [5] test(pkgs::Vector{PackageSpec}; io::IOContext{IO}, kwargs::@Kwargs{julia_args::Cmd}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:164 [6] test(pkgs::Vector{String}; kwargs::@Kwargs{julia_args::Cmd}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:152 [7] test @ /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:152 [inlined] [8] #test#81 @ /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:151 [inlined] [9] top-level scope @ /PkgEval.jl/scripts/evaluate.jl:219 [10] include(mod::Module, _path::String) @ Base ./Base.jl:309 [11] exec_options(opts::Base.JLOptions) @ Base ./client.jl:324 [12] _start() @ Base ./client.jl:557 in expression starting at /PkgEval.jl/scripts/evaluate.jl:210 PkgEval failed after 630.71s: package tests unexpectedly errored