Package evaluation of LatticeDiracOperators on Julia 1.13.0-DEV.994 (f4af91db49*) started at 2025-08-17T18:04:43.918 ################################################################################ # Set-up # Installing PkgEval dependencies (TestEnv)... Set-up completed after 9.77s ################################################################################ # 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 [9a962f9c] + DataAPI v1.16.0 [864edb3b] + DataStructures v0.19.0 [31c24e10] + Distributions v0.25.120 [ffbed154] + DocStringExtensions v0.9.5 [8f5d6c58] + EzXML v1.2.2 [5789e2e9] + FileIO v1.17.0 [1a297f60] + FillArrays v1.13.0 [a461e10c] + Gaugefields v0.5.17 [076d061b] + HashArrayMappedTries v0.2.0 [34004b35] + HypergeometricFunctions v0.3.28 [92d709cd] + IrrationalConstants v0.2.4 [033835bb] + JLD2 v0.5.15 [692b3bcd] + JLLWrappers v1.7.1 [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 v1.5.0 [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 v1.4.0 [a2af1166] + SortingAlgorithms v1.2.2 [276daf66] + SpecialFunctions v2.5.1 [860ef19b] + StableRNGs v1.0.3 [10745b16] + Statistics v1.11.1 [82ae8749] + StatsAPI v1.7.1 [2913bbd2] + StatsBase v0.34.6 [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 v2.14.4+0 [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 v1.13.0 [56ddb016] + Logging v1.11.0 [d6f4376e] + Markdown v1.11.0 [a63ad114] + Mmap v1.11.0 [ca575930] + NetworkOptions v1.3.0 [44cfe95a] + Pkg v1.13.0 [de0858da] + Printf v1.11.0 [9a3f8284] + Random v1.11.0 [ea8e919c] + SHA v0.7.0 [9e88b42a] + Serialization v1.11.0 [2f01184e] + SparseArrays v1.13.0 [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 v8.15.0+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 v2025.8.12 [4536629a] + OpenBLAS_jll v0.3.29+0 [05823500] + OpenLibm_jll v0.8.5+0 [458c3c95] + OpenSSL_jll v3.5.2+0 [efcefdf7] + PCRE2_jll v10.45.0+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 v5.13.1+0 [8e850ede] + nghttp2_jll v1.65.0+0 [3f19e933] + p7zip_jll v17.5.0+2 Installation completed after 4.65s ################################################################################ # Precompilation # Precompiling PkgEval dependencies... Precompiling package dependencies... Precompilation completed after 63.03s ################################################################################ # Testing # Testing LatticeDiracOperators Status `/tmp/jl_EyVDGz/Project.toml` [a461e10c] Gaugefields v0.5.17 [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 v1.13.0 [9a3f8284] Random v1.11.0 [2f01184e] SparseArrays v1.13.0 [8dfed614] Test v1.11.0 Status `/tmp/jl_EyVDGz/Manifest.toml` [66dad0bd] AliasTables v1.1.3 [9a962f9c] DataAPI v1.16.0 [864edb3b] DataStructures v0.19.0 [31c24e10] Distributions v0.25.120 [ffbed154] DocStringExtensions v0.9.5 [8f5d6c58] EzXML v1.2.2 [5789e2e9] FileIO v1.17.0 [1a297f60] FillArrays v1.13.0 [a461e10c] Gaugefields v0.5.17 [076d061b] HashArrayMappedTries v0.2.0 [34004b35] HypergeometricFunctions v0.3.28 [92d709cd] IrrationalConstants v0.2.4 [033835bb] JLD2 v0.5.15 [692b3bcd] JLLWrappers v1.7.1 [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 v1.5.0 [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 v1.4.0 [a2af1166] SortingAlgorithms v1.2.2 [276daf66] SpecialFunctions v2.5.1 [860ef19b] StableRNGs v1.0.3 [10745b16] Statistics v1.11.1 [82ae8749] StatsAPI v1.7.1 [2913bbd2] StatsBase v0.34.6 [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 v2.14.4+0 [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 v1.13.0 [56ddb016] Logging v1.11.0 [d6f4376e] Markdown v1.11.0 [a63ad114] Mmap v1.11.0 [ca575930] NetworkOptions v1.3.0 [44cfe95a] Pkg v1.13.0 [de0858da] Printf v1.11.0 [9a3f8284] Random v1.11.0 [ea8e919c] SHA v0.7.0 [9e88b42a] Serialization v1.11.0 [2f01184e] SparseArrays v1.13.0 [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 v8.15.0+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 v2025.8.12 [4536629a] OpenBLAS_jll v0.3.29+0 [05823500] OpenLibm_jll v0.8.5+0 [458c3c95] OpenSSL_jll v3.5.2+0 [efcefdf7] PCRE2_jll v10.45.0+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 v5.13.1+0 [8e850ede] nghttp2_jll v1.65.0+0 [3f19e933] p7zip_jll v17.5.0+2 Testing Running tests... Domainwall 4D DW 12485.77065342557 scaled Shamir kernel (Mobius DW) is used 12392.467548580615 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/K0Ddv/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 = 15.139340435112533 + 0.0im Sfold = 12.744564848638376 Sfnew = 11.828831441756517 Sold = -55.30724638356047, Snew = -55.34805793182721 Snew - Sold = -0.04081154826674549 7.726018 seconds (2.01 M allocations: 113.052 MiB, 99.91% compilation time) 1 plaq_t = 0.15566670726996154 acceptance ratio 1.0 Sfold = 14.887940367594425 Sfnew = 14.769994086327275 Sold = -53.74543540145703, Snew = -53.73945160543609 Snew - Sold = 0.005983796020942123 0.008030 seconds (23.75 k allocations: 2.149 MiB) 2 plaq_t = 0.15941357749019175 acceptance ratio 1.0 Sfold = 19.60650220983866 Sfnew = 21.187411215672608 Sold = -51.922051279619374, Snew = -51.93491623233439 Snew - Sold = -0.01286495271501309 0.007824 seconds (23.75 k allocations: 2.149 MiB) 3 plaq_t = 0.1569128688452906 acceptance ratio 1.0 Sfold = 17.158941639023354 Sfnew = 15.8751856078008 Sold = -56.22639152906282, Snew = -56.23648316502843 Snew - Sold = -0.010091635965608248 0.008237 seconds (23.76 k allocations: 2.151 MiB) 4 plaq_t = 0.1514895765114878 acceptance ratio 1.0 Sfold = 21.179401632336447 Sfnew = 22.148741371056 Sold = -42.07562965250867, Snew = -42.08637731423586 Snew - Sold = -0.010747661727194213 0.008110 seconds (23.76 k allocations: 2.150 MiB) 5 plaq_t = 0.15216070962980122 acceptance ratio 1.0 Sfold = 16.540722786790656 Sfnew = 16.828213202447575 Sold = -51.82629319241995, Snew = -51.80764855516664 Snew - Sold = 0.018644637253316887 0.008541 seconds (23.75 k allocations: 2.149 MiB) 6 plaq_t = 0.15718381135499077 acceptance ratio 1.0 Sfold = 18.144524634554887 Sfnew = 19.003942084001853 Sold = -51.18308918350709, Snew = -51.18808208529475 Snew - Sold = -0.004992901787659321 0.008646 seconds (23.73 k allocations: 2.147 MiB) 7 plaq_t = 0.15661713383796058 acceptance ratio 1.0 Sfold = 20.99352045090643 Sfnew = 20.45845436114183 Sold = -38.75053188618357, Snew = -38.756395151874 Snew - Sold = -0.005863265690429387 0.008813 seconds (23.77 k allocations: 2.151 MiB) 8 plaq_t = 0.15461466073309998 acceptance ratio 1.0 Sfold = 16.296209104021223 Sfnew = 17.484578766471216 Sold = -47.37777844654645, Snew = -47.39582797522276 Snew - Sold = -0.018049528676307602 0.009018 seconds (23.74 k allocations: 2.149 MiB) 9 plaq_t = 0.14865906414195124 acceptance ratio 1.0 Sfold = 11.753802307419146 Sfnew = 10.492274871183218 Sold = -45.028256502669095, Snew = -45.026668558540095 Snew - Sold = 0.001587944128999652 0.126432 seconds (23.74 k allocations: 2.148 MiB, 93.60% gc time) 10 plaq_t = 0.15222730537653048 acceptance ratio 1.0 Nf = 2 Sfold = 13.571261063758131 + 0.0im Sfold = 7.832441872189836 Sfnew = 6.752312549691222 Sold = -60.77089384764659, Snew = -60.763876611540454 Snew - Sold = 0.007017236106136693 0.473449 seconds (87.15 k allocations: 5.821 MiB, 98.98% compilation time) 1 plaq_t = 0.15016741144437207 acceptance ratio 1.0 Sfold = 7.696590505315102 Sfnew = 9.780062788086465 Sold = -59.75165335149738, Snew = -59.75715422803762 Snew - Sold = -0.005500876540239119 0.004850 seconds (24.39 k allocations: 2.209 MiB) 2 plaq_t = 0.1517015899175045 acceptance ratio 1.0 Sfold = 11.45076637281049 Sfnew = 10.178163542875785 Sold = -56.127316517591154, Snew = -56.12320102363501 Snew - Sold = 0.004115493956142302 0.004478 seconds (24.39 k allocations: 2.209 MiB) 3 plaq_t = 0.15175608462898105 acceptance ratio 1.0 Sfold = 6.047015605626303 Sfnew = 5.861452338043791 Sold = -57.20232973449674, Snew = -57.201022681420355 Snew - Sold = 0.0013070530763883426 0.004778 seconds (24.36 k allocations: 2.206 MiB) 4 plaq_t = 0.15183422994613016 acceptance ratio 1.0 Sfold = 17.809593458012785 Sfnew = 15.662138663601084 Sold = -47.639563691370626, Snew = -47.60771473494728 Snew - Sold = 0.03184895642334595 0.004998 seconds (24.34 k allocations: 2.204 MiB) 5 plaq_t = 0.15788258169331473 acceptance ratio 1.0 Sfold = 6.020276538055906 Sfnew = 6.493978644448321 Sold = -64.94771831128021, Snew = -64.96366147699402 Snew - Sold = -0.01594316571380716 0.004674 seconds (24.43 k allocations: 2.212 MiB) 6 plaq_t = 0.15314601162238528 acceptance ratio 1.0 Sfold = 7.145362937902884 Sfnew = 6.749765297920241 Sold = -56.60174193000774, Snew = -56.602157951868264 Snew - Sold = -0.0004160218605235855 0.004672 seconds (24.35 k allocations: 2.205 MiB) 7 plaq_t = 0.15429986549755245 acceptance ratio 1.0 Sfold = 7.496622485982911 Sfnew = 7.113748037616217 Sold = -58.22391411106142, Snew = -58.224811329497754 Snew - Sold = -0.0008972184363358338 0.004689 seconds (24.42 k allocations: 2.210 MiB) 8 plaq_t = 0.15480727239545983 acceptance ratio 1.0 Sfold = 13.335771394810433 Sfnew = 11.443217911480055 Sold = -50.47467999260827, Snew = -50.46346364039833 Snew - Sold = 0.011216352209942215 0.004904 seconds (24.43 k allocations: 2.213 MiB) 9 plaq_t = 0.154980872804917 acceptance ratio 1.0 Sfold = 7.718668654384018 Sfnew = 9.186826229396228 Sold = -55.79850966555276, Snew = -55.81788970037928 Snew - Sold = -0.019380034826525616 0.004616 seconds (24.41 k allocations: 2.211 MiB) 10 plaq_t = 0.15250429308905664 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 = 12.121648385961171 + 0.0im Sfold = 12.330900990083832 Sfnew = 12.25161195386637 Sold = -50.160378585401624, Snew = -50.149335185433955 Snew - Sold = 0.011043399967668677 1.703218 seconds (332.99 k allocations: 21.074 MiB, 99.05% compilation time) 1 plaq_t = 0.1563111820450204 acceptance ratio 1.0 Sfold = 15.472360439283312 Sfnew = 15.375773496600141 Sold = -53.111154233880335, Snew = -53.09461127339872 Snew - Sold = 0.01654296048161541 0.018095 seconds (45.84 k allocations: 4.695 MiB) 2 plaq_t = 0.16038806306146006 acceptance ratio 1.0 Sfold = 23.70943814000731 Sfnew = 23.59132870294531 Sold = -35.521870822706575, Snew = -35.55812654962971 Snew - Sold = -0.03625572692313739 0.016190 seconds (45.84 k allocations: 4.695 MiB) 3 plaq_t = 0.14914382551011407 acceptance ratio 1.0 Sfold = 18.952550007015795 Sfnew = 19.290456388091943 Sold = -47.2495811779087, Snew = -47.22357632702858 Snew - Sold = 0.0260048508801205 0.016631 seconds (45.84 k allocations: 4.695 MiB) 4 plaq_t = 0.1567081718720248 acceptance ratio 1.0 Sfold = 15.777359808231116 Sfnew = 15.712952881316516 Sold = -53.32891043166797, Snew = -53.32167819906744 Snew - Sold = 0.007232232600529187 0.014668 seconds (45.83 k allocations: 4.694 MiB) 5 plaq_t = 0.1585204919398256 acceptance ratio 1.0 Sfold = 14.874970616147724 Sfnew = 15.918906763862465 Sold = -53.76131655693365, Snew = -53.778753654687335 Snew - Sold = -0.017437097753685293 0.010454 seconds (45.84 k allocations: 4.695 MiB) 6 plaq_t = 0.1555047498623866 acceptance ratio 1.0 Sfold = 18.009142763852328 Sfnew = 18.516116694039535 Sold = -53.05140453056195, Snew = -53.03049459674892 Snew - Sold = 0.02090993381303008 0.011229 seconds (45.84 k allocations: 4.695 MiB) 7 plaq_t = 0.16188522813829676 acceptance ratio 1.0 Sfold = 13.448194962479374 Sfnew = 13.571594881422415 Sold = -53.404252741017515, Snew = -53.43661310261943 Snew - Sold = -0.03236036160191702 0.032560 seconds (45.82 k allocations: 4.693 MiB, 64.99% gc time) 8 plaq_t = 0.15112955262700822 acceptance ratio 1.0 Sfold = 10.883421314085773 Sfnew = 10.50578901747783 Sold = -53.85262043256595, Snew = -53.846639752737026 Snew - Sold = 0.00598067982892303 0.013002 seconds (45.81 k allocations: 4.692 MiB) 9 plaq_t = 0.15396790689308465 acceptance ratio 1.0 Sfold = 18.345995541594252 Sfnew = 17.3715965009691 Sold = -46.83922537735344, Snew = -46.84743428695026 Snew - Sold = -0.008208909596817193 0.015726 seconds (45.80 k allocations: 4.692 MiB) 10 plaq_t = 0.150301223956978 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/K0Ddv/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 = 26.64715513510108 + 0.0im Sfold = 27.02510775575433 Sfnew = 20.98394249269089 Sold = -14.85739445667588, Snew = -14.867999191605957 Snew - Sold = -0.010604734930076631 10.201823 seconds (2.48 M allocations: 139.787 MiB, 0.55% gc time, 99.87% compilation time) 1 plaq_t = 0.14196871482616547 acceptance ratio 1.0 Sfold = 39.95419988354968 Sfnew = 37.29193721188416 Sold = 8.277278438378588, Snew = 8.274701660899453 Snew - Sold = -0.002576777479134762 0.013217 seconds (23.69 k allocations: 2.144 MiB) 2 plaq_t = 0.14070162391809748 acceptance ratio 1.0 Sfold = 34.23054764339575 Sfnew = 29.177592057135325 Sold = 10.237470582537227, Snew = 10.239037569810275 Snew - Sold = 0.0015669872730477152 0.013273 seconds (23.72 k allocations: 2.147 MiB) 3 plaq_t = 0.13478631337943367 acceptance ratio 1.0 Sfold = 27.43274598398542 Sfnew = 29.15952159607242 Sold = 0.6159134170842933, Snew = 0.6173515126106643 Snew - Sold = 0.001438095526371086 0.013125 seconds (23.70 k allocations: 2.145 MiB) 4 plaq_t = 0.14208709490485738 acceptance ratio 1.0 Sfold = 37.782511786337295 Sfnew = 37.47028865550902 Sold = 19.955791644371715, Snew = 19.94681414390488 Snew - Sold = -0.008977500466833988 0.013374 seconds (23.72 k allocations: 2.147 MiB) 5 plaq_t = 0.13120399356773493 acceptance ratio 1.0 Sfold = 30.829987398225413 Sfnew = 29.876719116079006 Sold = 11.953063003522672, Snew = 11.954555916942997 Snew - Sold = 0.0014929134203249816 0.013269 seconds (23.71 k allocations: 2.147 MiB) 6 plaq_t = 0.12244809141358722 acceptance ratio 1.0 Sfold = 34.52536004777356 Sfnew = 36.972803068051284 Sold = 14.612547145295053, Snew = 14.616016997446671 Snew - Sold = 0.0034698521516176584 0.012571 seconds (23.73 k allocations: 2.148 MiB) 7 plaq_t = 0.13745857800084899 acceptance ratio 1.0 Sfold = 25.43385863129012 Sfnew = 24.525790312161867 Sold = 5.375095761414215, Snew = 5.368300822015065 Snew - Sold = -0.006794939399149769 0.010345 seconds (23.71 k allocations: 2.146 MiB) 8 plaq_t = 0.12077139837978952 acceptance ratio 1.0 Sfold = 30.785777097698197 Sfnew = 34.75804527922532 Sold = 6.120393016919348, Snew = 6.112237662755682 Snew - Sold = -0.008155354163665862 0.010015 seconds (23.70 k allocations: 2.145 MiB) 9 plaq_t = 0.12872692841109415 acceptance ratio 1.0 Sfold = 33.06135250867288 Sfnew = 34.85037815958549 Sold = 20.51837068184288, Snew = 20.52304802998053 Snew - Sold = 0.004677348137647641 0.010235 seconds (23.71 k allocations: 2.147 MiB) 10 plaq_t = 0.13748558007309902 acceptance ratio 1.0 Nf = 2 Sfold = 17.859462686180887 + 0.0im Sfold = 14.639143184825981 Sfnew = 15.758159130192375 Sold = 5.991304489604422, Snew = 5.990647101362718 Snew - Sold = -0.0006573882417040267 0.543097 seconds (87.10 k allocations: 5.818 MiB, 97.73% compilation time) 1 plaq_t = 0.1351591775495679 acceptance ratio 1.0 Sfold = 18.94565621694112 Sfnew = 14.4678792580863 Sold = -7.254606354751349, Snew = -7.256231776042808 Snew - Sold = -0.0016254212914592614 0.011452 seconds (24.40 k allocations: 2.210 MiB) 2 plaq_t = 0.11577032212281899 acceptance ratio 1.0 Sfold = 9.335574316397942 Sfnew = 10.835421695215977 Sold = 0.917500915829681, Snew = 0.923973660177559 Snew - Sold = 0.006472744347878034 0.011341 seconds (24.40 k allocations: 2.212 MiB) 3 plaq_t = 0.12721898252285146 acceptance ratio 1.0 Sfold = 16.248418806470983 Sfnew = 18.10421358179031 Sold = -7.143614439752735, Snew = -7.144990608267996 Snew - Sold = -0.0013761685152609004 0.011177 seconds (24.35 k allocations: 2.206 MiB) 4 plaq_t = 0.13776939600765686 acceptance ratio 1.0 Sfold = 7.439385123729006 Sfnew = 8.340619029019996 Sold = -19.550957762698093, Snew = -19.556896920254665 Snew - Sold = -0.005939157556571928 0.011538 seconds (24.39 k allocations: 2.209 MiB) 5 plaq_t = 0.12790970274609093 acceptance ratio 1.0 Sfold = 10.055061949968724 Sfnew = 12.121188250955264 Sold = -25.086457924918896, Snew = -25.085685105480472 Snew - Sold = 0.0007728194384242215 0.011756 seconds (24.43 k allocations: 2.214 MiB) 6 plaq_t = 0.13738928436670997 acceptance ratio 1.0 Sfold = 19.500824118889447 Sfnew = 15.077959870449158 Sold = 3.877649741516585, Snew = 3.8733673293714705 Snew - Sold = -0.004282412145114378 0.011980 seconds (24.36 k allocations: 2.207 MiB) 7 plaq_t = 0.12587025303709842 acceptance ratio 1.0 Sfold = 18.085664836027842 Sfnew = 21.061687838058912 Sold = -4.5273678883441555, Snew = -4.5284897735451075 Snew - Sold = -0.001121885200952022 0.011674 seconds (24.38 k allocations: 2.208 MiB) 8 plaq_t = 0.1375767074009994 acceptance ratio 1.0 Sfold = 16.252546758460706 Sfnew = 13.419430524418095 Sold = -2.6516738522197905, Snew = -2.6545432975903314 Snew - Sold = -0.0028694453705409018 0.041992 seconds (24.41 k allocations: 2.211 MiB, 71.92% gc time) 9 plaq_t = 0.12900245436313967 acceptance ratio 1.0 Sfold = 19.04493147733764 Sfnew = 18.806833680988046 Sold = 0.6022569156006341, Snew = 0.6052929020253579 Snew - Sold = 0.003035986424723802 0.010951 seconds (24.36 k allocations: 2.206 MiB) 10 plaq_t = 0.1331845900447226 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 = 26.117060693340722 + 0.0im Sfold = 31.98065365928377 Sfnew = 28.577395179974555 Sold = 12.102835501924385, Snew = 12.099533913737918 Snew - Sold = -0.003301588186467086 1.764167 seconds (281.91 k allocations: 18.771 MiB, 98.29% compilation time) 1 plaq_t = 0.12619191982988123 acceptance ratio 1.0 Sfold = 22.68734922742048 Sfnew = 22.70718190067388 Sold = 4.222326655597396, Snew = 4.2200998923285695 Snew - Sold = -0.002226763268826204 0.027780 seconds (45.73 k allocations: 5.155 MiB) 2 plaq_t = 0.1230567830230357 acceptance ratio 1.0 Sfold = 33.71049090750768 Sfnew = 33.74174239749129 Sold = 22.88377445055854, Snew = 22.88767136228126 Snew - Sold = 0.003896911722719665 0.028960 seconds (45.72 k allocations: 5.155 MiB) 3 plaq_t = 0.12369693353137001 acceptance ratio 1.0 Sfold = 32.13641360742136 Sfnew = 30.156836569978985 Sold = 10.196489274867659, Snew = 10.196114274009794 Snew - Sold = -0.00037500085786490445 0.029832 seconds (45.69 k allocations: 5.152 MiB) 4 plaq_t = 0.12556627360585892 acceptance ratio 1.0 Sfold = 32.47944715344315 Sfnew = 33.95254499039834 Sold = 5.160997320606235, Snew = 5.163571751669352 Snew - Sold = 0.0025744310631168332 0.029511 seconds (45.78 k allocations: 5.160 MiB) 5 plaq_t = 0.13473440972744039 acceptance ratio 1.0 Sfold = 44.69811855304577 Sfnew = 46.485310025910024 Sold = 30.64461634212814, Snew = 30.64822716425985 Snew - Sold = 0.0036108221317121547 0.029083 seconds (45.74 k allocations: 5.156 MiB) 6 plaq_t = 0.13790120137735631 acceptance ratio 1.0 Sfold = 36.604597781338406 Sfnew = 40.33777009469829 Sold = 20.072880087918172, Snew = 20.061948318174593 Snew - Sold = -0.010931769743578457 0.029484 seconds (45.72 k allocations: 5.155 MiB) 7 plaq_t = 0.12889516618113475 acceptance ratio 1.0 Sfold = 35.67736048383019 Sfnew = 36.03041194334128 Sold = 18.65375255216034, Snew = 18.653310722868696 Snew - Sold = -0.00044182929164549023 0.029997 seconds (45.70 k allocations: 5.153 MiB) 8 plaq_t = 0.1313619821545962 acceptance ratio 1.0 Sfold = 37.18001196774787 Sfnew = 37.97106961342423 Sold = 13.957828339681427, Snew = 13.956107192685465 Snew - Sold = -0.0017211469959619308 0.048333 seconds (45.66 k allocations: 5.150 MiB, 37.18% gc time) 9 plaq_t = 0.13615544441514887 acceptance ratio 1.0 Sfold = 29.856250975435213 Sfnew = 29.929962940543984 Sold = 6.139225734036959, Snew = 6.135641135007912 Snew - Sold = -0.003584599029046842 0.030391 seconds (45.68 k allocations: 5.152 MiB) 10 plaq_t = 0.13395095817437824 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/K0Ddv/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 = 37.485375173737154 + 0.0im Sfold = 50.69698284526736 Sfnew = 40.407598648449635 Sold = 117.21711543098307, Snew = 117.17877615609208 Snew - Sold = -0.038339274890986985 18.646824 seconds (4.37 M allocations: 241.733 MiB, 0.37% gc time, 99.81% compilation time) 1 plaq_t = 0.08765176692248107 acceptance ratio 1.0 Sfold = 56.95197248219935 Sfnew = 51.50107918546835 Sold = 135.80154365378252, Snew = 135.85152064544724 Snew - Sold = 0.04997699166472103 0.037476 seconds (56.90 k allocations: 5.126 MiB) 2 plaq_t = 0.08871047095410264 acceptance ratio 1.0 Sfold = 46.51090364783236 Sfnew = 47.9852109707105 Sold = 144.47358589400665, Snew = 144.4561538750554 Snew - Sold = -0.017432018951240025 0.037265 seconds (56.98 k allocations: 5.132 MiB) 3 plaq_t = 0.09294774479782192 acceptance ratio 1.0 Sfold = 53.073007120787224 Sfnew = 48.466319088682496 Sold = 146.88299565106684, Snew = 146.89285412749655 Snew - Sold = 0.009858476429712937 0.037230 seconds (57.03 k allocations: 5.136 MiB) 4 plaq_t = 0.083019230300957 acceptance ratio 1.0 Sfold = 40.517490908982076 Sfnew = 45.907207656871925 Sold = 117.13996580499617, Snew = 117.13935612562997 Snew - Sold = -0.0006096793661924949 0.034698 seconds (57.04 k allocations: 5.138 MiB) 5 plaq_t = 0.10227813428226247 acceptance ratio 1.0 Sfold = 53.704105243484875 Sfnew = 51.16686603958345 Sold = 123.05792920606052, Snew = 123.08155748008969 Snew - Sold = 0.02362827402916423 0.038368 seconds (57.02 k allocations: 5.136 MiB) 6 plaq_t = 0.10830796762906171 acceptance ratio 1.0 Sfold = 52.167939454863124 Sfnew = 39.25297255966623 Sold = 126.02295767401532, Snew = 126.03587513465524 Snew - Sold = 0.012917460639926048 0.061927 seconds (57.04 k allocations: 5.137 MiB, 35.93% gc time) 7 plaq_t = 0.07991175262943898 acceptance ratio 1.0 Sfold = 50.81301390218161 Sfnew = 57.238692199422886 Sold = 151.58600036609178, Snew = 151.56653383020716 Snew - Sold = -0.019466535884617997 0.039823 seconds (56.98 k allocations: 5.131 MiB) 8 plaq_t = 0.08370239358408632 acceptance ratio 1.0 Sfold = 53.0782759008405 Sfnew = 61.76540898356578 Sold = 150.1300988017503, Snew = 150.11970441945954 Snew - Sold = -0.0103943822907695 0.039920 seconds (57.14 k allocations: 5.146 MiB) 9 plaq_t = 0.07745370959810241 acceptance ratio 1.0 Sfold = 45.423621091331704 Sfnew = 44.106381144948486 Sold = 144.59306878789275, Snew = 144.6113099654131 Snew - Sold = 0.018241177520366136 0.040708 seconds (56.93 k allocations: 5.128 MiB) 10 plaq_t = 0.09655941797656135 acceptance ratio 1.0 Nf = 2 Sfold = 21.44983219096048 + 0.0im Sfold = 20.274113282885462 Sfnew = 22.42549434840901 Sold = 103.9454270514283, Snew = 103.92943174666354 Snew - Sold = -0.015995304764757634 0.532167 seconds (121.69 k allocations: 8.925 MiB, 93.04% compilation time) 1 plaq_t = 0.09081604587024975 acceptance ratio 1.0 Sfold = 34.573582560490514 Sfnew = 32.55236910526072 Sold = 122.89697041656649, Snew = 122.90516944968924 Snew - Sold = 0.008199033122750166 0.037270 seconds (58.70 k allocations: 5.292 MiB) 2 plaq_t = 0.07023801087930905 acceptance ratio 1.0 Sfold = 18.104004755979556 Sfnew = 18.49258264851571 Sold = 100.50039651563714, Snew = 100.51117970720355 Snew - Sold = 0.010783191566417827 0.036516 seconds (58.96 k allocations: 5.317 MiB) 3 plaq_t = 0.06868442965880096 acceptance ratio 1.0 Sfold = 27.545721136084502 Sfnew = 29.738528766666793 Sold = 121.51304571674521, Snew = 121.50795209767442 Snew - Sold = -0.005093619070791533 0.035969 seconds (58.96 k allocations: 5.316 MiB) 4 plaq_t = 0.07073402216557749 acceptance ratio 1.0 Sfold = 17.48987823828172 Sfnew = 13.646046940047054 Sold = 110.90630330234514, Snew = 110.90909175853446 Snew - Sold = 0.002788456189321664 0.036350 seconds (59.56 k allocations: 5.370 MiB) 5 plaq_t = 0.06905497881489711 acceptance ratio 1.0 Sfold = 19.458352136593884 Sfnew = 19.602935198097516 Sold = 122.8387534142672, Snew = 122.86104697757777 Snew - Sold = 0.022293563310569198 0.052074 seconds (59.66 k allocations: 5.381 MiB, 27.62% gc time) 6 plaq_t = 0.0574293826885208 acceptance ratio 1.0 Sfold = 23.98575784645544 Sfnew = 29.640170988173978 Sold = 140.77588423591, Snew = 140.7230098034488 Snew - Sold = -0.05287443246120915 0.037680 seconds (59.01 k allocations: 5.321 MiB) 7 plaq_t = 0.07534020640268954 acceptance ratio 1.0 Sfold = 27.33257553554878 Sfnew = 20.765065178614904 Sold = 101.62467813725144, Snew = 101.64397570594438 Snew - Sold = 0.01929756869294863 0.037653 seconds (58.89 k allocations: 5.309 MiB) 8 plaq_t = 0.07689128863649411 acceptance ratio 1.0 Sfold = 15.9186775137943 Sfnew = 17.434768930518032 Sold = 104.16842650753526, Snew = 104.16947858232359 Snew - Sold = 0.001052074788333357 0.037825 seconds (59.66 k allocations: 5.379 MiB) 9 plaq_t = 0.07736258294329207 acceptance ratio 1.0 Sfold = 27.406789765917626 Sfnew = 23.390327846467216 Sold = 95.60869963417379, Snew = 95.61671876136559 Snew - Sold = 0.00801912719180109 0.038379 seconds (58.77 k allocations: 5.299 MiB) 10 plaq_t = 0.08342323164739174 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 = 61.83658201281976 + 0.0im Sfold = 63.443587760523876 Sfnew = 64.15856200088322 Sold = 151.20904167373632, Snew = 151.20507807151833 Snew - Sold = -0.003963602217993412 1.815994 seconds (320.94 k allocations: 22.671 MiB, 95.45% compilation time) 1 plaq_t = 0.07011530437516625 acceptance ratio 1.0 Sfold = 51.749423859726036 Sfnew = 48.861928931111386 Sold = 142.4722776134986, Snew = 142.46975648577964 Snew - Sold = -0.002521127718949856 0.106298 seconds (84.77 k allocations: 9.059 MiB, 16.78% gc time) 2 plaq_t = 0.07342734003484487 acceptance ratio 1.0 Sfold = 51.729595926050145 Sfnew = 51.27386446985477 Sold = 137.00138435179846, Snew = 137.00331931670013 Snew - Sold = 0.0019349649016646708 0.086963 seconds (85.12 k allocations: 9.094 MiB) 3 plaq_t = 0.06997146237872963 acceptance ratio 1.0 Sfold = 54.670883474408654 Sfnew = 57.17261981320695 Sold = 154.0107579297952, Snew = 154.01574473642052 Snew - Sold = 0.0049868066253111465 0.082446 seconds (85.81 k allocations: 9.153 MiB) 4 plaq_t = 0.07981213786532534 acceptance ratio 1.0 Sfold = 47.200996508444604 Sfnew = 49.11171449480684 Sold = 143.96415625380237, Snew = 143.95778735930938 Snew - Sold = -0.006368894492993604 0.077979 seconds (84.94 k allocations: 9.074 MiB) 5 plaq_t = 0.06902874580949545 acceptance ratio 1.0 Sfold = 44.85886607336092 Sfnew = 45.023358968942034 Sold = 152.7184442898849, Snew = 152.71162825477154 Snew - Sold = -0.006816035113359931 0.079243 seconds (87.42 k allocations: 9.294 MiB) 6 plaq_t = 0.04908266902678706 acceptance ratio 1.0 Sfold = 42.028989354806356 Sfnew = 46.465202361415116 Sold = 138.86316236112202, Snew = 138.86297219547893 Snew - Sold = -0.00019016564309026762 0.092791 seconds (87.36 k allocations: 9.290 MiB, 14.00% gc time) 7 plaq_t = 0.06726810990913182 acceptance ratio 1.0 Sfold = 59.10574238758175 Sfnew = 53.25210584462968 Sold = 166.14804643582323, Snew = 166.15642790710712 Snew - Sold = 0.008381471283883002 0.082666 seconds (86.61 k allocations: 9.222 MiB) 8 plaq_t = 0.05676755017195658 acceptance ratio 1.0 Sfold = 48.7215298726809 Sfnew = 48.70079182705378 Sold = 175.3456057728105, Snew = 175.34096183913488 Snew - Sold = -0.004643933675623657 0.076088 seconds (86.91 k allocations: 9.249 MiB) 9 plaq_t = 0.04325541556112898 acceptance ratio 1.0 Sfold = 38.042485900802426 Sfnew = 36.594083904301044 Sold = 145.19401754535411, Snew = 145.19891436491707 Snew - Sold = 0.004896819562958399 0.076679 seconds (87.01 k allocations: 9.257 MiB) 10 plaq_t = 0.039886590766705934 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 = 763.0605172309424 + 0.0im Sfold = 762.497472403004 Sfnew = 527.8654555849689 Sold = -3641.9057661657257, Snew = -3644.163268989377 Snew - Sold = -2.257502823651066 29.792223 seconds (4.77 M allocations: 267.886 MiB, 0.39% gc time, 86.73% compilation time) 1 plaq_t = 0.8002855450127847 acceptance ratio 1.0 Sfold = 758.4399979232693 Sfnew = 665.2528591147636 Sold = -1834.7301743329572, Snew = -1835.8031686036245 Snew - Sold = -1.0729942706673228 5.517683 seconds (353.33 k allocations: 34.733 MiB, 0.84% gc time) 2 plaq_t = 0.701974484976525 acceptance ratio 1.0 Sfold = 788.0048988134896 Sfnew = 717.2828237696242 Sold = -1050.8033577795445, Snew = -1051.198510444697 Snew - Sold = -0.3951526651524091 6.532804 seconds (402.06 k allocations: 39.487 MiB) 3 plaq_t = 0.6526803982803021 acceptance ratio 1.0 Sfold = 809.116021184522 Sfnew = 770.2440503688357 Sold = -633.6619752049144, Snew = -633.988513159071 Snew - Sold = -0.32653795415660625 7.389084 seconds (444.30 k allocations: 43.609 MiB, 0.17% gc time) 4 plaq_t = 0.6212848718684656 acceptance ratio 1.0 Sfold = 762.4658948417404 Sfnew = 789.9663886059082 Sold = -490.4077831063702, Snew = -490.5940890671352 Snew - Sold = -0.1863059607650257 7.080405 seconds (421.83 k allocations: 41.417 MiB, 0.14% gc time) 5 plaq_t = 0.6150207847751656 acceptance ratio 1.0 Sfold = 828.4599978752474 Sfnew = 793.023123522245 Sold = -342.2836990053959, Snew = -342.1186986771104 Snew - Sold = 0.16500032828548683 6.925875 seconds (442.63 k allocations: 43.446 MiB, 0.06% gc time) 6 plaq_t = 0.6091972741234759 acceptance ratio 1.0 Sfold = 760.5761291519333 Sfnew = 760.9191595550496 Sold = -458.78154065682986, Snew = -458.78368144267824 Snew - Sold = -0.0021407858483826203 6.892660 seconds (424.61 k allocations: 41.682 MiB, 0.07% gc time) 7 plaq_t = 0.6236445302380726 acceptance ratio 1.0 Sfold = 773.1894924946004 Sfnew = 758.8071125518674 Sold = -393.3305651990464, Snew = -393.43510792493987 Snew - Sold = -0.10454272589345237 6.773152 seconds (407.25 k allocations: 39.993 MiB, 0.06% gc time) 8 plaq_t = 0.6096130928805219 acceptance ratio 1.0 Sfold = 795.295755540707 Sfnew = 803.219887405351 Sold = -321.2615043208557, Snew = -321.3644478730049 Snew - Sold = -0.10294355214921325 6.721083 seconds (409.63 k allocations: 40.226 MiB, 0.12% gc time) 9 plaq_t = 0.5943798860196178 acceptance ratio 1.0 Sfold = 756.7034753871723 Sfnew = 794.3328523524942 Sold = -158.16096213786648, Snew = -158.2844808700056 Snew - Sold = -0.12351873213913223 6.861683 seconds (414.39 k allocations: 40.692 MiB, 0.06% gc time) 10 plaq_t = 0.5916519160251117 acceptance ratio 1.0 Nf = 4 Sfold = 397.34686017523126 + 0.0im Sfold = 370.51471934155137 Sfnew = 377.6740758133602 Sold = -492.89055636885774, Snew = -493.00598522872485 Snew - Sold = -0.11542885986710871 8.186294 seconds (515.04 k allocations: 47.779 MiB, 0.31% gc time, 7.06% compilation time) 1 plaq_t = 0.5805075162639066 acceptance ratio 1.0 Sfold = 421.85131380830103 Sfnew = 423.97580067176807 Sold = -356.036701374999, Snew = -356.0893860694172 Snew - Sold = -0.05268469441818979 6.973645 seconds (424.84 k allocations: 41.757 MiB, 0.07% gc time) 2 plaq_t = 0.584543109334892 acceptance ratio 1.0 Sfold = 379.2500730899475 Sfnew = 361.2153992119351 Sold = -506.96238105587133, Snew = -506.9747246405141 Snew - Sold = -0.012343584642792393 7.000030 seconds (417.93 k allocations: 41.082 MiB, 0.06% gc time) 3 plaq_t = 0.5785950314215813 acceptance ratio 1.0 Sfold = 352.06908803560844 Sfnew = 366.6725279192584 Sold = -412.67963801713023, Snew = -412.75863564295685 Snew - Sold = -0.07899762582661651 7.464781 seconds (441.31 k allocations: 43.367 MiB, 0.07% gc time) 4 plaq_t = 0.5736513750419203 acceptance ratio 1.0 Sfold = 396.6514811529109 Sfnew = 417.4916919095805 Sold = -297.71315586163433, Snew = -297.76920392958425 Snew - Sold = -0.05604806794991646 6.556461 seconds (475.80 k allocations: 46.740 MiB, 0.13% gc time) 5 plaq_t = 0.5631284736626113 acceptance ratio 1.0 Sfold = 362.9836171560058 Sfnew = 372.8887207788785 Sold = -273.537806931951, Snew = -273.5973525846511 Snew - Sold = -0.05954565270008061 7.928607 seconds (498.77 k allocations: 48.984 MiB, 0.06% gc time) 6 plaq_t = 0.5630592599490721 acceptance ratio 1.0 Sfold = 395.4151701540486 Sfnew = 389.53202391461605 Sold = -208.06561549396883, Snew = -208.11252370072157 Snew - Sold = -0.04690820675273244 8.076446 seconds (472.53 k allocations: 46.424 MiB, 0.12% gc time) 7 plaq_t = 0.5630072957723421 acceptance ratio 1.0 Sfold = 401.9607838455049 Sfnew = 395.06988990328017 Sold = -216.18912146764796, Snew = -216.1733395497825 Snew - Sold = 0.015781917865467676 8.283522 seconds (493.39 k allocations: 48.457 MiB, 0.06% gc time) 8 plaq_t = 0.5625550603947095 acceptance ratio 1.0 Sfold = 372.7504957887684 Sfnew = 369.25721150554244 Sold = -326.4619174236543, Snew = -326.38580850363206 Snew - Sold = 0.07610892002225 7.947996 seconds (483.55 k allocations: 47.497 MiB, 0.11% gc time) 9 plaq_t = 0.5673344013669085 acceptance ratio 1.0 Sfold = 345.7684272539385 Sfnew = 354.9154594830382 Sold = -375.91292583727466, Snew = -375.8439258602472 Snew - Sold = 0.06899997702743121 7.892677 seconds (468.89 k allocations: 46.065 MiB, 0.06% gc time) 10 plaq_t = 0.5673344013669085 acceptance ratio 0.9 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 = 796.8620469279132 + 0.0im Sfold = 757.531010846233 Sfnew = 763.9265280762237 Sold = 12.542050540698142, Snew = 12.5603459073767 Snew - Sold = 0.01829536667855791 11.631784 seconds (853.80 k allocations: 90.518 MiB, 0.22% gc time, 17.58% compilation time) 1 plaq_t = 0.5683658927391669 acceptance ratio 1.0 Sfold = 729.7055463790246 Sfnew = 728.0781324799118 Sold = -48.938542742614345, Snew = -48.943035395491734 Snew - Sold = -0.004492652877388537 8.822212 seconds (579.55 k allocations: 74.665 MiB, 0.14% gc time) 2 plaq_t = 0.5664902561382422 acceptance ratio 1.0 Sfold = 790.0724110985287 Sfnew = 779.0934893527232 Sold = 252.6990227721784, Snew = 252.70693669754962 Snew - Sold = 0.007913925371212827 10.489711 seconds (611.41 k allocations: 77.755 MiB, 0.12% gc time) 3 plaq_t = 0.5664902561382422 acceptance ratio 0.6666666666666666 Sfold = 727.2088943181802 Sfnew = 720.8865156832283 Sold = 47.2615845553305, Snew = 47.20370555552813 Snew - Sold = -0.057878999802369435 8.908267 seconds (607.62 k allocations: 77.388 MiB, 0.10% gc time) 4 plaq_t = 0.5514637409599883 acceptance ratio 0.75 Sfold = 755.7997768900285 Sfnew = 757.9972329923407 Sold = 140.30624313854867, Snew = 140.35975915516474 Snew - Sold = 0.05351601661607219 9.744816 seconds (606.65 k allocations: 77.293 MiB, 0.12% gc time) 5 plaq_t = 0.5602094005767485 acceptance ratio 0.8 Sfold = 762.2014618277248 Sfnew = 751.5903367327682 Sold = 127.35111206428098, Snew = 127.27791681056567 Snew - Sold = -0.07319525371531199 9.965591 seconds (623.60 k allocations: 78.936 MiB, 0.12% gc time) 6 plaq_t = 0.5454694184195051 acceptance ratio 0.8333333333333334 Sfold = 752.5584101238748 Sfnew = 747.0519183504468 Sold = 278.098679933115, Snew = 278.047638196201 Snew - Sold = -0.05104173691404412 10.499683 seconds (633.27 k allocations: 79.875 MiB, 0.07% gc time) 7 plaq_t = 0.5485578810219156 acceptance ratio 0.8571428571428571 Sfold = 777.2194637080884 Sfnew = 761.4950501662939 Sold = 204.45763934061506, Snew = 204.5162514678965 Snew - Sold = 0.05861212728143528 10.585124 seconds (622.07 k allocations: 78.787 MiB, 0.11% gc time) 8 plaq_t = 0.5540049920254491 acceptance ratio 0.875 Sfold = 787.796705981605 Sfnew = 781.0447687591948 Sold = 223.3698344164335, Snew = 223.47486092940994 Snew - Sold = 0.10502651297645116 10.329480 seconds (596.05 k allocations: 76.264 MiB, 0.12% gc time) 9 plaq_t = 0.5613081762674011 acceptance ratio 0.8888888888888888 Sfold = 738.746686470152 Sfnew = 755.9436692088103 Sold = 179.45588351658364, Snew = 179.42463778267313 Snew - Sold = -0.031245733910509443 10.131735 seconds (589.26 k allocations: 75.609 MiB, 0.22% gc time) 10 plaq_t = 0.5507319993140322 acceptance ratio 0.9 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:309 [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:1929 [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:1929 [inlined] [15] macro expansion @ ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/runtests.jl:59 [inlined] [16] include(mapexpr::Function, mod::Module, _path::String) @ Base ./Base.jl:309 [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:296 [20] _start() @ Base ./client.jl:563 in expression starting at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:256 -1.2965018427149413 + 0.05046001210617329im BICG -------------------------------------- bicg method 1-th eps: 624.6552645414924 2-th eps: 201.5258265283888 3-th eps: 78.71258777405504 4-th eps: 34.427587154827265 5-th eps: 16.351197228964093 6-th eps: 7.995052773783713 7-th eps: 4.274526643914536 8-th eps: 2.820376674330493 9-th eps: 1.58459071403823 10-th eps: 0.42747531791677346 11-th eps: 0.07832494012196337 12-th eps: 0.014526811274892389 13-th eps: 0.0029725210647646 14-th eps: 0.0006362982541691272 15-th eps: 0.00012221000930643416 16-th eps: 1.6530236426556924e-5 17-th eps: 1.6050017540054001e-6 18-th eps: 6.333188041676683e-8 19-th eps: 5.0081811176267343e-11 Converged at 19-th step. eps: 5.0081811176267343e-11 -------------------------------------- 3.567867 seconds (549.39 k allocations: 30.702 MiB, 97.11% compilation time) 3774.2501923094887 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 89.56317302272801 2-th eps: 9.322317990813824 3-th eps: 5.654380032893603 4-th eps: 0.28715370531909523 5-th eps: 0.06196149944931512 6-th eps: 0.06758133420951513 7-th eps: 0.7357538614230587 8-th eps: 1.7961655234295293 9-th eps: 0.002837381279401539 10-th eps: 0.0025609056178043524 11-th eps: 0.00034361996184178876 12-th eps: 6.588366689002204e-5 13-th eps: 3.6989980433938113e-6 14-th eps: 6.616160337178454e-7 15-th eps: 1.0902851217333235e-8 16-th eps: 1.4423941012823935e-12 Converged at 16-th step. eps: 1.4423941012823935e-12 -------------------------------------- 0.455034 seconds (44.86 k allocations: 2.657 MiB, 79.92% compilation time) 3774.250067507393 + 0.0im BICG -------------------------------------- bicg method 1-th eps: 624.6552645414924 2-th eps: 201.5258265283888 3-th eps: 78.71258777405504 4-th eps: 34.427587154827265 5-th eps: 16.351197228964093 6-th eps: 7.995052773783713 7-th eps: 4.274526643914536 8-th eps: 2.820376674330493 9-th eps: 1.58459071403823 10-th eps: 0.42747531791677346 11-th eps: 0.07832494012196337 12-th eps: 0.014526811274892389 13-th eps: 0.0029725210647646 14-th eps: 0.0006362982541691272 15-th eps: 0.00012221000930643416 16-th eps: 1.6530236426556924e-5 17-th eps: 1.6050017540054001e-6 18-th eps: 6.333188041676683e-8 19-th eps: 5.0081811176267343e-11 Converged at 19-th step. eps: 5.0081811176267343e-11 -------------------------------------- 0.108101 seconds (1.86 k allocations: 156.641 KiB) 3774.2501923094887 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 89.56317302272801 2-th eps: 9.322317990813824 3-th eps: 5.654380032893603 4-th eps: 0.28715370531909523 5-th eps: 0.06196149944931512 6-th eps: 0.06758133420951513 7-th eps: 0.7357538614230587 8-th eps: 1.7961655234295293 9-th eps: 0.002837381279401539 10-th eps: 0.0025609056178043524 11-th eps: 0.00034361996184178876 12-th eps: 6.588366689002204e-5 13-th eps: 3.6989980433938113e-6 14-th eps: 6.616160337178454e-7 15-th eps: 1.0902851217333235e-8 16-th eps: 1.4423941012823935e-12 Converged at 16-th step. eps: 1.4423941012823935e-12 -------------------------------------- 0.096709 seconds (1.57 k allocations: 132.922 KiB) 3774.250067507393 + 0.0im BICG -------------------------------------- bicg method 1-th eps: 624.6552645414924 2-th eps: 201.5258265283888 3-th eps: 78.71258777405504 4-th eps: 34.427587154827265 5-th eps: 16.351197228964093 6-th eps: 7.995052773783713 7-th eps: 4.274526643914536 8-th eps: 2.820376674330493 9-th eps: 1.58459071403823 10-th eps: 0.42747531791677346 11-th eps: 0.07832494012196337 12-th eps: 0.014526811274892389 13-th eps: 0.0029725210647646 14-th eps: 0.0006362982541691272 15-th eps: 0.00012221000930643416 16-th eps: 1.6530236426556924e-5 17-th eps: 1.6050017540054001e-6 18-th eps: 6.333188041676683e-8 19-th eps: 5.0081811176267343e-11 Converged at 19-th step. eps: 5.0081811176267343e-11 -------------------------------------- 0.100794 seconds (1.86 k allocations: 156.641 KiB) 3774.2501923094887 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 89.56317302272801 2-th eps: 9.322317990813824 3-th eps: 5.654380032893603 4-th eps: 0.28715370531909523 5-th eps: 0.06196149944931512 6-th eps: 0.06758133420951513 7-th eps: 0.7357538614230587 8-th eps: 1.7961655234295293 9-th eps: 0.002837381279401539 10-th eps: 0.0025609056178043524 11-th eps: 0.00034361996184178876 12-th eps: 6.588366689002204e-5 13-th eps: 3.6989980433938113e-6 14-th eps: 6.616160337178454e-7 15-th eps: 1.0902851217333235e-8 16-th eps: 1.4423941012823935e-12 Converged at 16-th step. eps: 1.4423941012823935e-12 -------------------------------------- 0.094425 seconds (1.57 k allocations: 132.922 KiB) 3774.250067507393 + 0.0im Sfold = 2936.481532232554 + 0.0im -------------------------------------- cg method 1-th eps: 569.5438310914266 2-th eps: 154.87924475541215 3-th eps: 51.869368829381095 4-th eps: 19.09653804699175 5-th eps: 7.29637469987216 6-th eps: 2.702873773569677 7-th eps: 1.2984276277324112 8-th eps: 0.843437615742587 9-th eps: 0.8502912068246687 10-th eps: 0.3186330656719146 11-th eps: 0.053829172231439876 12-th eps: 0.010008277398376767 13-th eps: 0.0022613166093854472 14-th eps: 0.0003199172948270935 15-th eps: 8.4344658211313e-5 16-th eps: 1.0083702940337245e-5 17-th eps: 1.1790068237984975e-6 18-th eps: 6.224056978528699e-8 19-th eps: 4.625335865294567e-11 20-th eps: 1.7637305575299948e-18 21-th eps: 4.542385769670748e-25 Converged at 21-th step. eps: 4.542385769670748e-25 -------------------------------------- -------------------------------------- bicg method 1-th eps: 131.20716785601124 2-th eps: 54.0190740704795 3-th eps: 24.672889242009187 4-th eps: 12.557430379690253 5-th eps: 6.673705724936214 6-th eps: 3.642588339574418 7-th eps: 2.1156660842252983 8-th eps: 1.2847410906604184 9-th eps: 0.41470724123876196 10-th eps: 0.06548577972873608 11-th eps: 0.011348454911280802 12-th eps: 0.0021220351962737997 13-th eps: 0.0004670331253054773 14-th eps: 0.00010951568812781455 15-th eps: 1.4857859198694883e-5 16-th eps: 2.267220273380488e-6 17-th eps: 1.6320745090700744e-7 18-th eps: 3.249482280708219e-9 19-th eps: 1.5827470549254288e-12 20-th eps: 1.5545036355603726e-19 21-th eps: 2.5369906893895368e-27 Converged at 21-th step. eps: 2.5369906893895368e-27 -------------------------------------- Sfnew = 2936.481532232553 Test Summary: | Pass Error Total Time LatticeDiracOperators.jl | 19 1 20 7m44.0s Domainwall | 1 1 1m08.0s Staggered HMC | 17 17 5m57.0s Wilson HMC | 1 1 30.5s Basic operations | 1 1 8.5s RNG of the outermost testset: Xoshiro(0x136ff259fe802954, 0xdfd3a1e98f22a0b3, 0xf597a3745961383e, 0x28a430d6aa0e17c4, 0x9b5e5f3b1130caff) 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 483.38s 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:2673 [3] test @ /opt/julia/share/julia/stdlib/v1.13/Pkg/src/Operations.jl:2522 [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:538 [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/v1.13/Pkg/src/API.jl:515 [6] 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:168 [7] kwcall(::@NamedTuple{julia_args::Cmd}, ::typeof(Pkg.API.test), pkgs::Vector{PackageSpec}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:157 [8] test(pkgs::Vector{String}; kwargs::@Kwargs{julia_args::Cmd}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:156 [9] test @ /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:156 [inlined] [10] kwcall(::@NamedTuple{julia_args::Cmd}, ::typeof(Pkg.API.test), pkg::String) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:155 [11] top-level scope @ /PkgEval.jl/scripts/evaluate.jl:219 [12] include(mod::Module, _path::String) @ Base ./Base.jl:308 [13] exec_options(opts::Base.JLOptions) @ Base ./client.jl:330 [14] _start() @ Base ./client.jl:563 in expression starting at /PkgEval.jl/scripts/evaluate.jl:210 PkgEval failed after 583.84s: package tests unexpectedly errored