Package evaluation of LatticeDiracOperators on Julia 1.13.0-DEV.873 (be59b3b2f4*) started at 2025-07-17T22:52:01.979 ################################################################################ # Set-up # Installing PkgEval dependencies (TestEnv)... Set-up completed after 9.44s ################################################################################ # 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 v1.4.0 [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 v2025.7.15 [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 4.5s ################################################################################ # Precompilation # Precompiling PkgEval dependencies... Precompiling package dependencies... Precompilation completed after 64.1s ################################################################################ # Testing # Testing LatticeDiracOperators Status `/tmp/jl_wt4uqG/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_wt4uqG/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 v1.4.0 [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 v2025.7.15 [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 12611.931113209586 scaled Shamir kernel (Mobius DW) is used 12308.500589643223 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 = 10.990484470244024 + 0.0im Sfold = 15.747163375777268 Sfnew = 15.143659528341688 Sold = -53.40011344251432, Snew = -53.419617982425734 Snew - Sold = -0.01950453991141643 7.955072 seconds (2.01 M allocations: 113.051 MiB, 0.54% gc time, 99.87% compilation time) 1 plaq_t = 0.16048318373250403 acceptance ratio 1.0 Sfold = 23.78129916859332 Sfnew = 23.002601806106963 Sold = -50.206432554733055, Snew = -50.21141791480407 Snew - Sold = -0.004985360071017908 0.005091 seconds (23.70 k allocations: 2.145 MiB) 2 plaq_t = 0.15876125398444962 acceptance ratio 1.0 Sfold = 10.277398848037073 Sfnew = 9.97495524214802 Sold = -60.74507271341893, Snew = -60.744440550505296 Snew - Sold = 0.0006321629136323281 0.005283 seconds (23.72 k allocations: 2.146 MiB) 3 plaq_t = 0.15947283960479006 acceptance ratio 1.0 Sfold = 9.493422035584894 Sfnew = 10.817403303034553 Sold = -56.26931464400871, Snew = -56.28173368305734 Snew - Sold = -0.012419039048630509 0.005263 seconds (23.74 k allocations: 2.148 MiB) 4 plaq_t = 0.15530369005730965 acceptance ratio 1.0 Sfold = 15.966562511942708 Sfnew = 14.843646375251549 Sold = -49.26933809001797, Snew = -49.26758350790047 Snew - Sold = 0.001754582117499126 0.005222 seconds (23.78 k allocations: 2.153 MiB) 5 plaq_t = 0.1548449000217475 acceptance ratio 1.0 Sfold = 23.206568599963084 Sfnew = 25.140101426672025 Sold = -40.39847864835028, Snew = -40.384580591208255 Snew - Sold = 0.013898057142021969 0.005518 seconds (23.77 k allocations: 2.151 MiB) 6 plaq_t = 0.1604869428112873 acceptance ratio 1.0 Sfold = 15.051992450397062 Sfnew = 16.14644613717094 Sold = -51.96899511904026, Snew = -51.97234380698269 Snew - Sold = -0.0033486879424344806 0.005884 seconds (23.78 k allocations: 2.152 MiB) 7 plaq_t = 0.16133805272404037 acceptance ratio 1.0 Sfold = 15.821773368596386 Sfnew = 16.737594461185335 Sold = -52.52502649594575, Snew = -52.549453326182984 Snew - Sold = -0.02442683023723191 0.005342 seconds (23.78 k allocations: 2.153 MiB) 8 plaq_t = 0.15702445846629393 acceptance ratio 1.0 Sfold = 12.48307976474857 Sfnew = 13.431663827561305 Sold = -54.74045792138811, Snew = -54.765204640972996 Snew - Sold = -0.024746719584882726 0.005433 seconds (23.77 k allocations: 2.150 MiB) 9 plaq_t = 0.14762604747365082 acceptance ratio 1.0 Sfold = 10.916415410644152 Sfnew = 9.926161760664248 Sold = -47.44870070368047, Snew = -47.43712054346086 Snew - Sold = 0.01158016021961572 0.005346 seconds (23.74 k allocations: 2.149 MiB) 10 plaq_t = 0.15271354748512947 acceptance ratio 1.0 Nf = 2 Sfold = 8.993037239376356 + 0.0im Sfold = 10.526259916590899 Sfnew = 8.75219754076398 Sold = -54.68082972801683, Snew = -54.67103422157486 Snew - Sold = 0.009795506441975022 0.397485 seconds (87.14 k allocations: 5.819 MiB, 98.59% compilation time) 1 plaq_t = 0.15384248762963001 acceptance ratio 1.0 Sfold = 8.435593760538906 Sfnew = 8.301103682095494 Sold = -62.87646273502095, Snew = -62.86791607282888 Snew - Sold = 0.008546662192067345 0.005246 seconds (24.40 k allocations: 2.211 MiB) 2 plaq_t = 0.1549048376034972 acceptance ratio 1.0 Sfold = 9.658820932467403 Sfnew = 13.46283318676596 Sold = -59.165690466494524, Snew = -59.17434302111154 Snew - Sold = -0.008652554617015085 0.005158 seconds (24.37 k allocations: 2.208 MiB) 3 plaq_t = 0.15759493162667895 acceptance ratio 1.0 Sfold = 4.042259368420706 Sfnew = 5.021036941231139 Sold = -66.97582038641309, Snew = -66.97448712699119 Snew - Sold = 0.001333259421897992 0.005402 seconds (24.41 k allocations: 2.211 MiB) 4 plaq_t = 0.1583841448631813 acceptance ratio 1.0 Sfold = 4.422310838887649 Sfnew = 4.847698544505877 Sold = -60.96374383666697, Snew = -60.98138396430298 Snew - Sold = -0.017640127636006753 0.005472 seconds (24.41 k allocations: 2.212 MiB) 5 plaq_t = 0.15163823557744338 acceptance ratio 1.0 Sfold = 5.3663638720924585 Sfnew = 6.0791771493809375 Sold = -60.599140850188085, Snew = -60.59494675266224 Snew - Sold = 0.004194097525846985 0.004794 seconds (24.44 k allocations: 2.214 MiB) 6 plaq_t = 0.154756844595488 acceptance ratio 1.0 Sfold = 12.418124715128195 Sfnew = 12.086012506422188 Sold = -52.73618857901695, Snew = -52.734711248571806 Snew - Sold = 0.0014773304451409786 0.004874 seconds (24.43 k allocations: 2.213 MiB) 7 plaq_t = 0.15298335373514577 acceptance ratio 1.0 Sfold = 9.694586595563077 Sfnew = 8.662934987748725 Sold = -58.947233351225876, Snew = -58.92143926049479 Snew - Sold = 0.02579409073108252 0.005128 seconds (24.43 k allocations: 2.212 MiB) 8 plaq_t = 0.15926769163198018 acceptance ratio 1.0 Sfold = 9.256401646738219 Sfnew = 9.788319782603274 Sold = -60.9600224628166, Snew = -60.96176468758524 Snew - Sold = -0.0017422247686340597 0.005712 seconds (24.43 k allocations: 2.212 MiB) 9 plaq_t = 0.15670857581244013 acceptance ratio 1.0 Sfold = 13.276008615276748 Sfnew = 12.84045425330966 Sold = -61.45987301840091, Snew = -61.45740711332812 Snew - Sold = 0.002465905072796204 0.005630 seconds (24.40 k allocations: 2.210 MiB) 10 plaq_t = 0.15905742665908687 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 = 15.622127289586869 + 0.0im Sfold = 20.311220958498616 Sfnew = 19.72430074209454 Sold = -52.10089411133162, Snew = -52.09495166609797 Snew - Sold = 0.005942445233650062 1.946621 seconds (331.33 k allocations: 20.986 MiB, 99.12% compilation time) 1 plaq_t = 0.1601829605313373 acceptance ratio 1.0 Sfold = 12.357312231037907 Sfnew = 12.154198747989037 Sold = -52.25788265226363, Snew = -52.26856280423883 Snew - Sold = -0.010680151975201113 0.018281 seconds (45.80 k allocations: 4.691 MiB) 2 plaq_t = 0.1566707454574104 acceptance ratio 1.0 Sfold = 15.84181343222319 Sfnew = 16.233075616840658 Sold = -54.6725253982769, Snew = -54.675722646530936 Snew - Sold = -0.0031972482540325586 0.018867 seconds (45.75 k allocations: 4.688 MiB) 3 plaq_t = 0.15641453063163435 acceptance ratio 1.0 Sfold = 11.910087939604951 Sfnew = 11.37128309142602 Sold = -59.28158784154874, Snew = -59.26210862549122 Snew - Sold = 0.01947921605751901 0.018742 seconds (45.84 k allocations: 4.696 MiB) 4 plaq_t = 0.16183677230495755 acceptance ratio 1.0 Sfold = 10.497287644770058 Sfnew = 10.84529226902522 Sold = -59.57559026392515, Snew = -59.59931039128577 Snew - Sold = -0.023720127360618903 0.017807 seconds (45.86 k allocations: 4.697 MiB) 5 plaq_t = 0.15528637396381267 acceptance ratio 1.0 Sfold = 16.906551239447754 Sfnew = 16.621067998994285 Sold = -54.49057543984662, Snew = -54.4688684011901 Snew - Sold = 0.02170703865652257 0.018108 seconds (45.83 k allocations: 4.694 MiB) 6 plaq_t = 0.16040166881174234 acceptance ratio 1.0 Sfold = 16.186548849079195 Sfnew = 16.84594265089546 Sold = -53.70447670881564, Snew = -53.71385198689469 Snew - Sold = -0.009375278079048144 0.017886 seconds (45.80 k allocations: 4.692 MiB) 7 plaq_t = 0.1583793865689878 acceptance ratio 1.0 Sfold = 19.10784529140335 Sfnew = 19.187326077089455 Sold = -43.110165617876575, Snew = -43.126853204664 Snew - Sold = -0.016687586787426767 0.017859 seconds (45.79 k allocations: 4.691 MiB) 8 plaq_t = 0.15292083372719087 acceptance ratio 1.0 Sfold = 12.208587741590103 Sfnew = 12.071424745294111 Sold = -49.51438268190036, Snew = -49.48908351203967 Snew - Sold = 0.025299169860687698 0.018780 seconds (45.82 k allocations: 4.693 MiB) 9 plaq_t = 0.16009510678082114 acceptance ratio 1.0 Sfold = 10.504691287824494 Sfnew = 10.032556869296311 Sold = -54.25267230647248, Snew = -54.24712297835234 Snew - Sold = 0.005549328120146413 0.018178 seconds (45.89 k allocations: 4.700 MiB) 10 plaq_t = 0.16078344330354 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 = 24.403129608684747 + 0.0im Sfold = 23.398357774853704 Sfnew = 21.875758771884367 Sold = -13.997109167319739, Snew = -14.0085233948143 Snew - Sold = -0.011414227494562112 9.809181 seconds (2.48 M allocations: 139.785 MiB, 0.41% gc time, 99.87% compilation time) 1 plaq_t = 0.14943966945074358 acceptance ratio 1.0 Sfold = 18.290918312542335 Sfnew = 21.130974362324466 Sold = -9.800792572600283, Snew = -9.80475317822134 Snew - Sold = -0.003960605621056601 0.011199 seconds (23.71 k allocations: 2.147 MiB) 2 plaq_t = 0.14496391960636915 acceptance ratio 1.0 Sfold = 32.37607743362567 Sfnew = 29.87951941674879 Sold = 16.2357230365823, Snew = 16.230257465735104 Snew - Sold = -0.005465570847196233 0.011218 seconds (23.68 k allocations: 2.145 MiB) 3 plaq_t = 0.13280269070959752 acceptance ratio 1.0 Sfold = 35.10743423553292 Sfnew = 32.81523465402655 Sold = 17.434293445018028, Snew = 17.433996633368665 Snew - Sold = -0.0002968116493633488 0.011170 seconds (23.73 k allocations: 2.148 MiB) 4 plaq_t = 0.13400448589793046 acceptance ratio 1.0 Sfold = 33.13582238063204 Sfnew = 34.1644206709939 Sold = 28.606725171320242, Snew = 28.589949822985986 Snew - Sold = -0.016775348334256535 0.011159 seconds (23.72 k allocations: 2.148 MiB) 5 plaq_t = 0.1119583285836482 acceptance ratio 1.0 Sfold = 29.024255345812247 Sfnew = 29.13083455745077 Sold = 23.484273831858932, Snew = 23.487908341193815 Snew - Sold = 0.003634509334883518 0.011413 seconds (23.70 k allocations: 2.145 MiB) 6 plaq_t = 0.1215312471438685 acceptance ratio 1.0 Sfold = 21.917670770369817 Sfnew = 25.633960759060034 Sold = 16.333369848374268, Snew = 16.340109111577643 Snew - Sold = 0.006739263203375145 0.011111 seconds (23.72 k allocations: 2.147 MiB) 7 plaq_t = 0.12700254903963443 acceptance ratio 1.0 Sfold = 33.06297447143233 Sfnew = 27.41655275163968 Sold = 18.40408180395108, Snew = 18.391612302627717 Snew - Sold = -0.012469501323362664 0.011162 seconds (23.74 k allocations: 2.149 MiB) 8 plaq_t = 0.1031232575315379 acceptance ratio 1.0 Sfold = 29.80629828372889 Sfnew = 34.780710416939336 Sold = 36.405724975444286, Snew = 36.39887441662218 Snew - Sold = -0.00685055882210861 0.011294 seconds (23.71 k allocations: 2.146 MiB) 9 plaq_t = 0.11216280099821008 acceptance ratio 1.0 Sfold = 33.497637549077055 Sfnew = 36.73229268135353 Sold = 38.93555314525121, Snew = 38.940633213419005 Snew - Sold = 0.005080068167792717 0.011299 seconds (23.75 k allocations: 2.150 MiB) 10 plaq_t = 0.12019800815417683 acceptance ratio 1.0 Nf = 2 Sfold = 16.901702827007643 + 0.0im Sfold = 20.551003482291176 Sfnew = 16.641996745147306 Sold = 1.361080102471373, Snew = 1.3699894637499845 Snew - Sold = 0.008909361278611527 0.518217 seconds (87.06 k allocations: 5.813 MiB, 97.75% compilation time) 1 plaq_t = 0.12615147566081253 acceptance ratio 1.0 Sfold = 11.86681021690283 Sfnew = 10.481911271661762 Sold = -9.504854926709715, Snew = -9.503499167112569 Snew - Sold = 0.0013557595971462888 0.011723 seconds (24.39 k allocations: 2.208 MiB) 2 plaq_t = 0.11550160494745926 acceptance ratio 1.0 Sfold = 15.489007039119041 Sfnew = 19.02984632811762 Sold = -5.445267998326539, Snew = -5.444535730607399 Snew - Sold = 0.000732267719140367 0.011219 seconds (24.39 k allocations: 2.209 MiB) 3 plaq_t = 0.12509598080449508 acceptance ratio 1.0 Sfold = 15.70494793156353 Sfnew = 16.67402209277855 Sold = -9.671812274717412, Snew = -9.672823987494247 Snew - Sold = -0.0010117127768349832 0.011300 seconds (24.36 k allocations: 2.207 MiB) 4 plaq_t = 0.1284539623493205 acceptance ratio 1.0 Sfold = 15.508541302790348 Sfnew = 16.461246559375912 Sold = 5.753788901539551, Snew = 5.753573770607094 Snew - Sold = -0.00021513093245673076 0.011354 seconds (24.35 k allocations: 2.206 MiB) 5 plaq_t = 0.12501022873287426 acceptance ratio 1.0 Sfold = 12.36397416326514 Sfnew = 15.996027487905296 Sold = -5.074681856781595, Snew = -5.079613248844948 Snew - Sold = -0.004931392063353357 0.011221 seconds (24.35 k allocations: 2.206 MiB) 6 plaq_t = 0.12527343108333103 acceptance ratio 1.0 Sfold = 14.586073311655232 Sfnew = 15.753210030117021 Sold = -0.6288248249954425, Snew = -0.6304915509943889 Snew - Sold = -0.0016667259989464611 0.011025 seconds (24.36 k allocations: 2.207 MiB) 7 plaq_t = 0.11428496504365444 acceptance ratio 1.0 Sfold = 13.315072380890072 Sfnew = 16.03623989685711 Sold = -0.896458516447197, Snew = -0.8968487586688667 Snew - Sold = -0.0003902422216697232 0.011001 seconds (24.35 k allocations: 2.207 MiB) 8 plaq_t = 0.12385105010959414 acceptance ratio 1.0 Sfold = 11.682169459467765 Sfnew = 13.596263892557861 Sold = -12.156957705192958, Snew = -12.148120680729978 Snew - Sold = 0.008837024462980736 0.010997 seconds (24.41 k allocations: 2.211 MiB) 9 plaq_t = 0.14023567157003516 acceptance ratio 1.0 Sfold = 15.54090094858919 Sfnew = 16.54828480473859 Sold = 1.3906471351297682, Snew = 1.3821963727061366 Snew - Sold = -0.00845076242363163 0.011227 seconds (24.32 k allocations: 2.204 MiB) 10 plaq_t = 0.12652331655565066 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 = 30.98045724688611 + 0.0im Sfold = 25.670749486558186 Sfnew = 27.408996790998792 Sold = -3.3857830268997944, Snew = -3.3922847778564105 Snew - Sold = -0.0065017509566160925 1.678352 seconds (281.89 k allocations: 18.770 MiB, 98.15% compilation time) 1 plaq_t = 0.12564664146046617 acceptance ratio 1.0 Sfold = 30.722657598470036 Sfnew = 31.09048602876189 Sold = 15.687725427456954, Snew = 15.675983710365205 Snew - Sold = -0.011741717091748427 0.030563 seconds (45.69 k allocations: 5.153 MiB) 2 plaq_t = 0.11447192532786249 acceptance ratio 1.0 Sfold = 28.487132945218022 Sfnew = 28.03931381657525 Sold = 14.464255512469975, Snew = 14.470163690498115 Snew - Sold = 0.005908178028139588 0.030262 seconds (45.66 k allocations: 5.150 MiB) 3 plaq_t = 0.1221444985654512 acceptance ratio 1.0 Sfold = 31.24551465904155 Sfnew = 30.34916298120059 Sold = 7.460717090591249, Snew = 7.466654423099666 Snew - Sold = 0.0059373325084166595 0.030477 seconds (45.69 k allocations: 5.152 MiB) 4 plaq_t = 0.12888503125225562 acceptance ratio 1.0 Sfold = 21.445463318076847 Sfnew = 21.001884228581066 Sold = 9.759401034280856, Snew = 9.750602334186443 Snew - Sold = -0.008798700094413192 0.030232 seconds (45.72 k allocations: 5.155 MiB) 5 plaq_t = 0.11677390771175492 acceptance ratio 1.0 Sfold = 39.80711909518388 Sfnew = 40.3114277311663 Sold = 26.634576071968084, Snew = 26.633969976114948 Snew - Sold = -0.0006060958531364236 0.030176 seconds (45.71 k allocations: 5.154 MiB) 6 plaq_t = 0.11633432007899931 acceptance ratio 1.0 Sfold = 33.014440794794766 Sfnew = 34.40751993225355 Sold = 24.611321610389417, Snew = 24.606140670867312 Snew - Sold = -0.005180939522105632 0.030719 seconds (45.71 k allocations: 5.154 MiB) 7 plaq_t = 0.11619400670165225 acceptance ratio 1.0 Sfold = 31.43656960744029 Sfnew = 31.808128039632667 Sold = 18.143704955505562, Snew = 18.138500770539306 Snew - Sold = -0.00520418496625652 0.031073 seconds (45.70 k allocations: 5.153 MiB) 8 plaq_t = 0.10881225896443476 acceptance ratio 1.0 Sfold = 35.79279092781734 Sfnew = 33.94210125996905 Sold = 25.645565474098944, Snew = 25.655592770932614 Snew - Sold = 0.010027296833669652 0.030806 seconds (45.67 k allocations: 5.151 MiB) 9 plaq_t = 0.11271548318617952 acceptance ratio 1.0 Sfold = 37.13556319471104 Sfnew = 37.2649246918789 Sold = 32.79023229773427, Snew = 32.794716297739015 Snew - Sold = 0.0044840000047443596 0.049128 seconds (45.67 k allocations: 5.151 MiB, 37.05% gc time) 10 plaq_t = 0.10540446500270428 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 = 40.69425903663523 + 0.0im Sfold = 56.19506372561398 Sfnew = 48.682888052551895 Sold = 86.67234888431685, Snew = 86.63077148742876 Snew - Sold = -0.04157739688808704 19.294919 seconds (4.37 M allocations: 241.710 MiB, 0.63% gc time, 99.81% compilation time) 1 plaq_t = 0.0997156618550208 acceptance ratio 1.0 Sfold = 40.151435044533706 Sfnew = 34.22106108982777 Sold = 114.58741346494952, Snew = 114.59700043216702 Snew - Sold = 0.009586967217501297 0.025950 seconds (56.97 k allocations: 5.131 MiB) 2 plaq_t = 0.07352897189970778 acceptance ratio 1.0 Sfold = 57.2458454740331 Sfnew = 53.322647971060405 Sold = 146.24702617506466, Snew = 146.25756948773613 Snew - Sold = 0.010543312671472904 0.025264 seconds (56.99 k allocations: 5.133 MiB) 3 plaq_t = 0.07506890849158249 acceptance ratio 1.0 Sfold = 45.14005048507433 Sfnew = 44.03100906432905 Sold = 125.57752208010263, Snew = 125.57362600068447 Snew - Sold = -0.003896079418154841 0.024873 seconds (57.04 k allocations: 5.137 MiB) 4 plaq_t = 0.07719200311903825 acceptance ratio 1.0 Sfold = 42.02620797142502 Sfnew = 44.191729934277014 Sold = 121.84049611919741, Snew = 121.83579459864981 Snew - Sold = -0.004701520547598648 0.024574 seconds (57.06 k allocations: 5.139 MiB) 5 plaq_t = 0.09634186497345103 acceptance ratio 1.0 Sfold = 50.545903290505656 Sfnew = 51.7593067768049 Sold = 124.00192965666179, Snew = 123.9999362345178 Snew - Sold = -0.0019934221439825706 0.024210 seconds (57.02 k allocations: 5.135 MiB) 6 plaq_t = 0.08004008635386695 acceptance ratio 1.0 Sfold = 43.095144938666515 Sfnew = 42.047561608536135 Sold = 145.2428037924367, Snew = 145.23559607950725 Snew - Sold = -0.007207712929442778 0.026418 seconds (56.87 k allocations: 5.121 MiB) 7 plaq_t = 0.08751842111333887 acceptance ratio 1.0 Sfold = 42.4996440889637 Sfnew = 42.617134551464076 Sold = 121.02699450353822, Snew = 120.99014625947935 Snew - Sold = -0.03684824405887355 0.037498 seconds (56.85 k allocations: 5.120 MiB) 8 plaq_t = 0.07196463440193357 acceptance ratio 1.0 Sfold = 51.08888527179328 Sfnew = 49.5640889777826 Sold = 129.043953464828, Snew = 129.0500128854163 Snew - Sold = 0.006059420588286457 0.035425 seconds (57.01 k allocations: 5.134 MiB) 9 plaq_t = 0.08618712613601488 acceptance ratio 1.0 Sfold = 45.97750472320962 Sfnew = 54.84465769953047 Sold = 120.50142411985632, Snew = 120.48948905058921 Snew - Sold = -0.01193506926711052 0.034854 seconds (57.09 k allocations: 5.142 MiB) 10 plaq_t = 0.08830836484142171 acceptance ratio 1.0 Nf = 2 Sfold = 31.496656196461828 + 0.0im Sfold = 29.092011192099832 Sfnew = 19.30308006524434 Sold = 122.23662474731587, Snew = 122.25994011554519 Snew - Sold = 0.023315368229319233 0.533661 seconds (121.55 k allocations: 8.913 MiB, 92.84% compilation time) 1 plaq_t = 0.07893162086940712 acceptance ratio 1.0 Sfold = 20.496695641987543 Sfnew = 20.99427019519175 Sold = 110.9137859688479, Snew = 110.90346789736836 Snew - Sold = -0.010318071479545665 0.067525 seconds (59.08 k allocations: 5.327 MiB, 35.04% gc time) 2 plaq_t = 0.0691595241244434 acceptance ratio 1.0 Sfold = 19.884540321496974 Sfnew = 18.731599331170127 Sold = 115.59895296089475, Snew = 115.60958152626888 Snew - Sold = 0.010628565374133814 0.040381 seconds (58.86 k allocations: 5.308 MiB) 3 plaq_t = 0.07758920437662355 acceptance ratio 1.0 Sfold = 21.33932038799819 Sfnew = 28.28006820591424 Sold = 118.41338639797237, Snew = 118.37149673294999 Snew - Sold = -0.04188966502238145 0.040285 seconds (58.66 k allocations: 5.289 MiB) 4 plaq_t = 0.0749004820032053 acceptance ratio 1.0 Sfold = 25.352482639535786 Sfnew = 27.769184664616184 Sold = 119.85996705252239, Snew = 119.83705271602327 Snew - Sold = -0.02291433649912733 0.042012 seconds (58.90 k allocations: 5.310 MiB) 5 plaq_t = 0.06872177252296888 acceptance ratio 1.0 Sfold = 22.266709500531466 Sfnew = 24.6831417138983 Sold = 128.4445841399392, Snew = 128.44687396881315 Snew - Sold = 0.0022898288739554573 0.042110 seconds (60.18 k allocations: 5.428 MiB) 6 plaq_t = 0.07123752121953315 acceptance ratio 1.0 Sfold = 24.632740648447314 Sfnew = 21.669478653372042 Sold = 109.64394346360741, Snew = 109.663898467292 Snew - Sold = 0.01995500368458636 0.040742 seconds (59.39 k allocations: 5.354 MiB) 7 plaq_t = 0.09031574429675726 acceptance ratio 1.0 Sfold = 20.1664974715176 Sfnew = 24.854667715321234 Sold = 99.55617461369047, Snew = 99.54617243127649 Snew - Sold = -0.010002182413984428 0.039909 seconds (58.87 k allocations: 5.307 MiB) 8 plaq_t = 0.07666547811920282 acceptance ratio 1.0 Sfold = 15.520423878881854 Sfnew = 23.008076770398795 Sold = 102.1266061231476, Snew = 102.1218802848797 Snew - Sold = -0.00472583826790185 0.038230 seconds (58.82 k allocations: 5.304 MiB) 9 plaq_t = 0.08673169007214279 acceptance ratio 1.0 Sfold = 19.65751690859858 Sfnew = 17.11152547374417 Sold = 89.94438535461799, Snew = 89.94716288768448 Snew - Sold = 0.0027775330664923104 0.041158 seconds (58.96 k allocations: 5.316 MiB) 10 plaq_t = 0.07427512497996464 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 = 62.789087301694856 + 0.0im Sfold = 62.6501744693963 Sfnew = 61.803058267734684 Sold = 161.50268691465504, Snew = 161.504084027195 Snew - Sold = 0.0013971125399621087 1.757991 seconds (321.02 k allocations: 22.680 MiB, 1.37% gc time, 95.36% compilation time) 1 plaq_t = 0.0721143291041507 acceptance ratio 1.0 Sfold = 49.07540017889207 Sfnew = 49.536988626872684 Sold = 126.70747717576114, Snew = 126.70807999377975 Snew - Sold = 0.0006028180186063992 0.081091 seconds (84.35 k allocations: 9.023 MiB) 2 plaq_t = 0.08574748558376183 acceptance ratio 1.0 Sfold = 55.04495081613845 Sfnew = 60.609421193308506 Sold = 139.38595451396046, Snew = 139.38139203387146 Snew - Sold = -0.0045624800889925154 0.082273 seconds (85.21 k allocations: 9.098 MiB) 3 plaq_t = 0.07990399871399982 acceptance ratio 1.0 Sfold = 48.445431298054096 Sfnew = 48.24613945688691 Sold = 140.51157963664494, Snew = 140.5106880800855 Snew - Sold = -0.0008915565594520558 0.081739 seconds (85.82 k allocations: 9.155 MiB) 4 plaq_t = 0.07577348246428527 acceptance ratio 1.0 Sfold = 37.45008419668445 Sfnew = 38.27910054737379 Sold = 139.93196551358744, Snew = 139.93757124509352 Snew - Sold = 0.005605731506079792 0.079940 seconds (84.45 k allocations: 9.035 MiB) 5 plaq_t = 0.07952570752470253 acceptance ratio 1.0 Sfold = 43.90234149015332 Sfnew = 39.702129865754465 Sold = 101.79555457051126, Snew = 101.79906132089023 Snew - Sold = 0.0035067503789747434 0.099229 seconds (84.51 k allocations: 9.041 MiB, 17.69% gc time) 6 plaq_t = 0.08610759898742473 acceptance ratio 1.0 Sfold = 50.71182079387091 Sfnew = 55.390238081485364 Sold = 135.84793621144328, Snew = 135.84221252838668 Snew - Sold = -0.005723683056601203 0.083064 seconds (84.29 k allocations: 9.018 MiB) 7 plaq_t = 0.08302366202985803 acceptance ratio 1.0 Sfold = 42.56616238574233 Sfnew = 46.653985512269344 Sold = 127.035343524588, Snew = 127.0246258262654 Snew - Sold = -0.01071769832259406 0.084651 seconds (86.39 k allocations: 9.204 MiB) 8 plaq_t = 0.0699426281184776 acceptance ratio 1.0 Sfold = 48.345294458766645 Sfnew = 46.57906508761858 Sold = 139.4530126707154, Snew = 139.45888867720166 Snew - Sold = 0.005876006486261076 0.084274 seconds (86.63 k allocations: 9.225 MiB) 9 plaq_t = 0.07455967538260001 acceptance ratio 1.0 Sfold = 46.31392255144681 Sfnew = 46.70430176979917 Sold = 136.58893294299733, Snew = 136.58649350388532 Snew - Sold = -0.0024394391120097225 0.085753 seconds (86.65 k allocations: 9.227 MiB) 10 plaq_t = 0.07356392730979235 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 = 776.9425208142344 + 0.0im Sfold = 800.5941339370592 Sfnew = 548.0445638979866 Sold = -3540.420092481477, Snew = -3542.7381060896987 Snew - Sold = -2.318013608221918 30.756777 seconds (4.78 M allocations: 268.579 MiB, 0.74% gc time, 85.05% compilation time) 1 plaq_t = 0.7919883495775686 acceptance ratio 1.0 Sfold = 800.0029602995224 Sfnew = 647.4055524975169 Sold = -1618.0877053455738, Snew = -1618.9717554002814 Snew - Sold = -0.8840500547075862 5.618484 seconds (362.86 k allocations: 35.663 MiB, 8.99% gc time) 2 plaq_t = 0.6948796259796376 acceptance ratio 1.0 Sfold = 793.9194665088539 Sfnew = 703.9321062588768 Sold = -993.3637101808613, Snew = -993.7419574586194 Snew - Sold = -0.37824727775807787 6.475134 seconds (416.54 k allocations: 40.900 MiB) 3 plaq_t = 0.6461599579288908 acceptance ratio 1.0 Sfold = 802.8464639016178 Sfnew = 768.2365662577902 Sold = -468.14366774330995, Snew = -468.3947201472308 Snew - Sold = -0.25105240392088035 4.723147 seconds (431.17 k allocations: 42.330 MiB) 4 plaq_t = 0.6113366055928089 acceptance ratio 1.0 Sfold = 776.0989656541434 Sfnew = 745.9946548713991 Sold = -287.2958719755169, Snew = -287.2168043203011 Snew - Sold = 0.07906765521579473 6.501785 seconds (454.64 k allocations: 44.621 MiB, 0.37% gc time) 5 plaq_t = 0.5972151138585099 acceptance ratio 1.0 Sfold = 782.0789023781184 Sfnew = 773.9109880349519 Sold = -145.02420212812342, Snew = -144.62406053963753 Snew - Sold = 0.4001415884858943 6.921804 seconds (465.15 k allocations: 45.644 MiB, 0.09% gc time) 6 plaq_t = 0.6025188704784489 acceptance ratio 1.0 Sfold = 743.4103994727008 Sfnew = 729.2184964471162 Sold = -285.610858492705, Snew = -285.6801820163855 Snew - Sold = -0.06932352368050942 7.500816 seconds (458.51 k allocations: 44.995 MiB, 0.07% gc time) 7 plaq_t = 0.5936131757888279 acceptance ratio 1.0 Sfold = 767.2685409010326 Sfnew = 785.4637612847049 Sold = -179.24843479877222, Snew = -179.19878913140167 Snew - Sold = 0.0496456673705552 7.415051 seconds (434.51 k allocations: 42.652 MiB) 8 plaq_t = 0.5936131757888279 acceptance ratio 0.875 Sfold = 741.20246020795 Sfnew = 731.2269081516478 Sold = -163.67222163116367, Snew = -163.50447564634862 Snew - Sold = 0.167745984815042 7.545565 seconds (454.61 k allocations: 44.618 MiB, 0.12% gc time) 9 plaq_t = 0.5936131757888279 acceptance ratio 0.7777777777777778 Sfold = 791.3634029779381 Sfnew = 781.8583331567517 Sold = -47.25658514083591, Snew = -47.2476077513237 Snew - Sold = 0.00897738951221072 7.277602 seconds (434.47 k allocations: 42.646 MiB, 0.06% gc time) 10 plaq_t = 0.5982909900963234 acceptance ratio 0.8 Nf = 4 Sfold = 393.05265455816567 + 0.0im Sfold = 363.75655996840743 Sfnew = 358.49647146041224 Sold = -556.0819845339777, Snew = -556.170325488438 Snew - Sold = -0.08834095446036372 7.808454 seconds (502.97 k allocations: 46.599 MiB, 0.37% gc time, 7.29% compilation time) 1 plaq_t = 0.5823558451719026 acceptance ratio 1.0 Sfold = 381.86900019680553 Sfnew = 377.4838989061333 Sold = -462.55962945386426, Snew = -462.62885577309214 Snew - Sold = -0.06922631922788014 7.700435 seconds (466.36 k allocations: 45.818 MiB, 0.06% gc time) 2 plaq_t = 0.58395486591537 acceptance ratio 1.0 Sfold = 411.5171271265009 Sfnew = 399.2476628000474 Sold = -401.43300801655266, Snew = -401.4068082466477 Snew - Sold = 0.026199769904962977 7.577421 seconds (484.56 k allocations: 47.597 MiB, 0.10% gc time) 3 plaq_t = 0.580772038545359 acceptance ratio 1.0 Sfold = 372.79930973041394 Sfnew = 383.2361471966678 Sold = -519.075807643368, Snew = -519.0021748940226 Snew - Sold = 0.07363274934539277 6.968591 seconds (468.91 k allocations: 46.066 MiB, 0.07% gc time) 4 plaq_t = 0.5891993332582534 acceptance ratio 1.0 Sfold = 378.351356467918 Sfnew = 383.1706086435141 Sold = -509.46728018066085, Snew = -509.54139649376174 Snew - Sold = -0.07411631310088751 7.656443 seconds (457.94 k allocations: 44.995 MiB, 0.11% gc time) 5 plaq_t = 0.577354627933257 acceptance ratio 1.0 Sfold = 438.55453093042945 Sfnew = 422.94045514871056 Sold = -305.63163457720145, Snew = -305.59698512986137 Snew - Sold = 0.03464944734008668 7.707327 seconds (453.73 k allocations: 44.584 MiB, 0.06% gc time) 6 plaq_t = 0.5657253410686477 acceptance ratio 1.0 Sfold = 410.496024383696 Sfnew = 395.49128812221795 Sold = -308.2112844907454, Snew = -308.14038969741716 Snew - Sold = 0.07089479332825022 6.529685 seconds (443.57 k allocations: 43.591 MiB, 0.13% gc time) 7 plaq_t = 0.5738604637824846 acceptance ratio 1.0 Sfold = 395.2165157917082 Sfnew = 375.25315074473673 Sold = -380.7629407890042, Snew = -380.5972587638351 Snew - Sold = 0.16568202516907604 5.788568 seconds (429.43 k allocations: 42.211 MiB, 0.06% gc time) 8 plaq_t = 0.5795802257446758 acceptance ratio 1.0 Sfold = 391.5382353361427 Sfnew = 380.1545922189984 Sold = -434.9198994666637, Snew = -434.89244854567784 Snew - Sold = 0.027450920985870653 7.081212 seconds (456.02 k allocations: 44.806 MiB, 0.14% gc time) 9 plaq_t = 0.5747989557025407 acceptance ratio 1.0 Sfold = 358.20583550452704 Sfnew = 353.83629372140234 Sold = -377.5400866991316, Snew = -377.7042503998892 Snew - Sold = -0.1641637007575696 7.991213 seconds (483.78 k allocations: 47.519 MiB, 0.11% gc time) 10 plaq_t = 0.5645493090347452 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 = 770.7606818305085 + 0.0im Sfold = 831.0156866887808 Sfnew = 824.3274801561953 Sold = 128.37545618387162, Snew = 128.42097489511673 Snew - Sold = 0.045518711245108534 13.169518 seconds (919.17 k allocations: 96.820 MiB, 0.27% gc time, 15.94% compilation time) 1 plaq_t = 0.552400732687067 acceptance ratio 1.0 Sfold = 820.0326681933127 Sfnew = 821.9046677212278 Sold = 264.7671668088367, Snew = 264.7859792601927 Snew - Sold = 0.018812451355984194 11.265928 seconds (665.59 k allocations: 83.009 MiB, 0.10% gc time) 2 plaq_t = 0.5554907885971198 acceptance ratio 1.0 Sfold = 806.441421853809 Sfnew = 808.7788406928032 Sold = 231.1303925444039, Snew = 231.0843613650702 Snew - Sold = -0.046031179333681393 11.726119 seconds (705.52 k allocations: 86.878 MiB, 0.10% gc time) 3 plaq_t = 0.5497488454846713 acceptance ratio 1.0 Sfold = 759.7589153936929 Sfnew = 779.0694994131445 Sold = 131.55039944532336, Snew = 131.48722143727946 Snew - Sold = -0.06317800804390572 11.295975 seconds (678.41 k allocations: 84.252 MiB, 0.10% gc time) 4 plaq_t = 0.5500280086223519 acceptance ratio 1.0 Sfold = 770.2292595593487 Sfnew = 769.6655074225548 Sold = 93.6357776362986, Snew = 93.59690080035784 Snew - Sold = -0.03887683594075497 11.052857 seconds (639.36 k allocations: 80.466 MiB, 0.10% gc time) 5 plaq_t = 0.5597961864110086 acceptance ratio 1.0 Sfold = 736.6909292041067 Sfnew = 752.8592535977511 Sold = 15.234641492555397, Snew = 15.294610120207153 Snew - Sold = 0.059968627651755924 10.577186 seconds (618.57 k allocations: 78.450 MiB, 0.12% gc time) 6 plaq_t = 0.5649360588375896 acceptance ratio 1.0 Sfold = 794.5202665000214 Sfnew = 803.945715594503 Sold = 163.71288713547426, Snew = 163.58990659900348 Snew - Sold = -0.12298053647077722 10.376820 seconds (628.48 k allocations: 79.412 MiB, 0.10% gc time) 7 plaq_t = 0.5487031507121073 acceptance ratio 1.0 Sfold = 729.7994941418137 Sfnew = 735.8733673335938 Sold = 152.3716232533834, Snew = 152.33605708490643 Snew - Sold = -0.03556616847697569 10.901534 seconds (660.56 k allocations: 82.521 MiB, 0.14% gc time) 8 plaq_t = 0.5467288209736052 acceptance ratio 1.0 Sfold = 739.656923274859 Sfnew = 726.6936041945381 Sold = 143.2619993987861, Snew = 143.3532367478182 Snew - Sold = 0.09123734903209879 11.720249 seconds (710.95 k allocations: 87.404 MiB, 0.10% gc time) 9 plaq_t = 0.5467288209736052 acceptance ratio 0.8888888888888888 Sfold = 755.0645509556949 Sfnew = 757.6898875169678 Sold = 222.64486837504148, Snew = 222.72753502700164 Snew - Sold = 0.0826666519601531 11.481364 seconds (694.16 k allocations: 85.777 MiB, 0.11% gc time) 10 plaq_t = 0.5540702481968623 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: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:1858 [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:1858 [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:286 [20] _start() @ Base ./client.jl:553 in expression starting at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:256 0.019929400002610505 + 0.9158345138649079im BICG -------------------------------------- bicg method 1-th eps: 583.6908775150739 2-th eps: 186.9411296945517 3-th eps: 76.50397801346864 4-th eps: 36.162690242421924 5-th eps: 18.517326668077754 6-th eps: 9.832118033938135 7-th eps: 5.366711996991844 8-th eps: 3.4405519451251605 9-th eps: 1.7746800117980528 10-th eps: 0.4259566243498988 11-th eps: 0.07101977775779485 12-th eps: 0.013273466308457499 13-th eps: 0.002753630781343018 14-th eps: 0.0005515447822109526 15-th eps: 0.00010891187092167453 16-th eps: 1.5174327881885153e-5 17-th eps: 1.488941664710834e-6 18-th eps: 6.394348407100627e-8 19-th eps: 4.939530244769224e-11 Converged at 19-th step. eps: 4.939530244769224e-11 -------------------------------------- 4.039729 seconds (549.24 k allocations: 30.701 MiB, 97.20% compilation time) 3692.226170651061 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 86.71295887310104 2-th eps: 8.5670587198438 3-th eps: 5.833925711680497 4-th eps: 0.35401134847317406 5-th eps: 0.08784743485943695 6-th eps: 0.1286921078887598 7-th eps: 0.06685047085441372 8-th eps: 0.01396698604838292 9-th eps: 0.06131794651864291 10-th eps: 0.04457290128015676 11-th eps: 0.024175553447370053 12-th eps: 0.00012197345717647362 13-th eps: 8.238764859291386e-6 14-th eps: 1.4418481584440658e-6 15-th eps: 2.4811505516048995e-8 16-th eps: 1.6453559501338478e-12 Converged at 16-th step. eps: 1.6453559501338478e-12 -------------------------------------- 0.469003 seconds (44.86 k allocations: 2.657 MiB, 78.61% compilation time) 3692.2260557698555 + 0.0im BICG -------------------------------------- bicg method 1-th eps: 583.6908775150739 2-th eps: 186.9411296945517 3-th eps: 76.50397801346864 4-th eps: 36.162690242421924 5-th eps: 18.517326668077754 6-th eps: 9.832118033938135 7-th eps: 5.366711996991844 8-th eps: 3.4405519451251605 9-th eps: 1.7746800117980528 10-th eps: 0.4259566243498988 11-th eps: 0.07101977775779485 12-th eps: 0.013273466308457499 13-th eps: 0.002753630781343018 14-th eps: 0.0005515447822109526 15-th eps: 0.00010891187092167453 16-th eps: 1.5174327881885153e-5 17-th eps: 1.488941664710834e-6 18-th eps: 6.394348407100627e-8 19-th eps: 4.939530244769224e-11 Converged at 19-th step. eps: 4.939530244769224e-11 -------------------------------------- 0.109215 seconds (1.85 k allocations: 156.422 KiB) 3692.226170651061 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 86.71295887310104 2-th eps: 8.5670587198438 3-th eps: 5.833925711680497 4-th eps: 0.35401134847317406 5-th eps: 0.08784743485943695 6-th eps: 0.1286921078887598 7-th eps: 0.06685047085441372 8-th eps: 0.01396698604838292 9-th eps: 0.06131794651864291 10-th eps: 0.04457290128015676 11-th eps: 0.024175553447370053 12-th eps: 0.00012197345717647362 13-th eps: 8.238764859291386e-6 14-th eps: 1.4418481584440658e-6 15-th eps: 2.4811505516048995e-8 16-th eps: 1.6453559501338478e-12 Converged at 16-th step. eps: 1.6453559501338478e-12 -------------------------------------- 0.101580 seconds (1.57 k allocations: 132.703 KiB) 3692.2260557698555 + 0.0im BICG -------------------------------------- bicg method 1-th eps: 583.6908775150739 2-th eps: 186.9411296945517 3-th eps: 76.50397801346864 4-th eps: 36.162690242421924 5-th eps: 18.517326668077754 6-th eps: 9.832118033938135 7-th eps: 5.366711996991844 8-th eps: 3.4405519451251605 9-th eps: 1.7746800117980528 10-th eps: 0.4259566243498988 11-th eps: 0.07101977775779485 12-th eps: 0.013273466308457499 13-th eps: 0.002753630781343018 14-th eps: 0.0005515447822109526 15-th eps: 0.00010891187092167453 16-th eps: 1.5174327881885153e-5 17-th eps: 1.488941664710834e-6 18-th eps: 6.394348407100627e-8 19-th eps: 4.939530244769224e-11 Converged at 19-th step. eps: 4.939530244769224e-11 -------------------------------------- 0.110398 seconds (1.85 k allocations: 156.422 KiB) 3692.226170651061 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 86.71295887310104 2-th eps: 8.5670587198438 3-th eps: 5.833925711680497 4-th eps: 0.35401134847317406 5-th eps: 0.08784743485943695 6-th eps: 0.1286921078887598 7-th eps: 0.06685047085441372 8-th eps: 0.01396698604838292 9-th eps: 0.06131794651864291 10-th eps: 0.04457290128015676 11-th eps: 0.024175553447370053 12-th eps: 0.00012197345717647362 13-th eps: 8.238764859291386e-6 14-th eps: 1.4418481584440658e-6 15-th eps: 2.4811505516048995e-8 16-th eps: 1.6453559501338478e-12 Converged at 16-th step. eps: 1.6453559501338478e-12 -------------------------------------- 0.101038 seconds (1.57 k allocations: 132.703 KiB) 3692.2260557698555 + 0.0im Sfold = 3101.525453166696 + 0.0im -------------------------------------- cg method 1-th eps: 607.8182139956767 2-th eps: 165.03375164564608 3-th eps: 56.61144947723716 4-th eps: 21.640466921696238 5-th eps: 9.073182552846458 6-th eps: 3.8431781025163088 7-th eps: 2.052201828817101 8-th eps: 1.4547962868032482 9-th eps: 1.2929721061543957 10-th eps: 0.3604777859218784 11-th eps: 0.054829760787911 12-th eps: 0.009791827722135398 13-th eps: 0.002261174814092196 14-th eps: 0.0003201772040534335 15-th eps: 7.99441266962297e-5 16-th eps: 9.787351063421065e-6 17-th eps: 1.1065825755918104e-6 18-th eps: 5.578133398082468e-8 19-th eps: 4.354672083506921e-11 20-th eps: 1.6164349781567005e-19 21-th eps: 9.819598139717999e-26 Converged at 21-th step. eps: 9.819598139717999e-26 -------------------------------------- -------------------------------------- bicg method 1-th eps: 150.45954351315794 2-th eps: 63.93413843555014 3-th eps: 31.59167469825353 4-th eps: 17.66840644514252 5-th eps: 10.14497426918139 6-th eps: 5.642487276747208 7-th eps: 3.132268742841517 8-th eps: 1.765324667001975 9-th eps: 0.47448408098680317 10-th eps: 0.06498393035035653 11-th eps: 0.011091448990649419 12-th eps: 0.002105601980098925 13-th eps: 0.00047544533474842734 14-th eps: 0.00010851171871357736 15-th eps: 1.4063123263768628e-5 16-th eps: 2.2101400934036238e-6 17-th eps: 1.6513596246306838e-7 18-th eps: 2.347708435427543e-9 19-th eps: 1.3974493967669096e-12 20-th eps: 6.551627011757266e-19 21-th eps: 6.379329086499646e-27 Converged at 21-th step. eps: 6.379329086499646e-27 -------------------------------------- Sfnew = 3101.525453166695 Test Summary: | Pass Error Total Time LatticeDiracOperators.jl | 19 1 20 7m54.6s Domainwall | 1 1 1m09.0s Staggered HMC | 17 17 6m07.3s Wilson HMC | 1 1 29.4s Basic operations | 1 1 8.8s RNG of the outermost testset: Xoshiro(0xf5aec2b9c3ef718e, 0x08a71495656619c8, 0x01410c91994c2266, 0xe70887604d479ae3, 0x6724f2f40f93a719) 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 495.17s 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:2661 [3] test @ /opt/julia/share/julia/stdlib/v1.13/Pkg/src/Operations.jl:2510 [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:537 [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:168 [6] test(pkgs::Vector{String}; kwargs::@Kwargs{julia_args::Cmd}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:156 [7] test @ /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:156 [inlined] [8] #test#81 @ /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:155 [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:320 [12] _start() @ Base ./client.jl:553 in expression starting at /PkgEval.jl/scripts/evaluate.jl:210 PkgEval failed after 608.81s: package tests unexpectedly errored