Package evaluation of LatticeDiracOperators on Julia 1.13.0-DEV.922 (90e3c1a568*) started at 2025-07-29T18:13:24.529 ################################################################################ # Set-up # Installing PkgEval dependencies (TestEnv)... Set-up completed after 9.81s ################################################################################ # 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 v1.2.2 [5789e2e9] + FileIO v1.17.0 [1a297f60] + FillArrays v1.13.0 [a461e10c] + Gaugefields v0.5.16 [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 v1.4.3 [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 v2.14.4+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+0 [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 Installation completed after 4.79s ################################################################################ # Precompilation # Precompiling PkgEval dependencies... Precompiling package dependencies... Precompilation completed after 106.43s ################################################################################ # Testing # Testing LatticeDiracOperators Status `/tmp/jl_7yYJKX/Project.toml` [a461e10c] Gaugefields v0.5.16 [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_7yYJKX/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 v1.2.2 [5789e2e9] FileIO v1.17.0 [1a297f60] FillArrays v1.13.0 [a461e10c] Gaugefields v0.5.16 [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 v1.4.3 [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 v2.14.4+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+0 [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 Testing Running tests... Domainwall 4D DW 12629.507876406744 scaled Shamir kernel (Mobius DW) is used 12384.650451617494 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/C6Q41/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 = 13.614116891490294 + 0.0im Sfold = 17.585556071499102 Sfnew = 20.01056148185556 Sold = -56.84771196784146, Snew = -56.86822237994066 Snew - Sold = -0.020510412099199016 8.204018 seconds (2.01 M allocations: 113.055 MiB, 0.71% gc time, 99.89% compilation time) 1 plaq_t = 0.16137711663066626 acceptance ratio 1.0 Sfold = 10.840053228944315 Sfnew = 11.113457181352334 Sold = -59.659127757051195, Snew = -59.67166607750066 Snew - Sold = -0.012538320449465346 0.008101 seconds (23.73 k allocations: 2.146 MiB) 2 plaq_t = 0.15792741399244795 acceptance ratio 1.0 Sfold = 9.637773428812812 Sfnew = 11.666058123028984 Sold = -59.34156440030093, Snew = -59.35446189303307 Snew - Sold = -0.012897492732136584 0.007724 seconds (23.76 k allocations: 2.151 MiB) 3 plaq_t = 0.15875056935327178 acceptance ratio 1.0 Sfold = 13.944615265117728 Sfnew = 14.558447370504927 Sold = -49.920378792941186, Snew = -49.928863805337606 Snew - Sold = -0.008485012396420188 0.007546 seconds (23.80 k allocations: 2.153 MiB) 4 plaq_t = 0.1585768664117409 acceptance ratio 1.0 Sfold = 22.934136636523995 Sfnew = 22.05174806767945 Sold = -49.330752059715614, Snew = -49.31900024729251 Snew - Sold = 0.011751812423106855 0.007420 seconds (23.75 k allocations: 2.150 MiB) 5 plaq_t = 0.15936626784264257 acceptance ratio 1.0 Sfold = 9.854722721522117 Sfnew = 13.318880883040176 Sold = -57.14815131682604, Snew = -57.18025920588953 Snew - Sold = -0.03210788906348938 0.007453 seconds (23.76 k allocations: 2.150 MiB) 6 plaq_t = 0.15248109027753665 acceptance ratio 1.0 Sfold = 15.878978570907982 Sfnew = 15.886704342187155 Sold = -43.277166708875264, Snew = -43.27979567181829 Snew - Sold = -0.002628962943028057 0.007494 seconds (23.70 k allocations: 2.145 MiB) 7 plaq_t = 0.15153852070802254 acceptance ratio 1.0 Sfold = 15.572002331748806 Sfnew = 15.254600199843312 Sold = -50.06613703495172, Snew = -50.052387696944436 Snew - Sold = 0.013749338007286838 0.007470 seconds (23.71 k allocations: 2.145 MiB) 8 plaq_t = 0.15634745619159893 acceptance ratio 1.0 Sfold = 19.017237196067363 Sfnew = 20.59313812087278 Sold = -51.259386486252446, Snew = -51.24661245292526 Snew - Sold = 0.012774033327183076 0.007389 seconds (23.75 k allocations: 2.149 MiB) 9 plaq_t = 0.1592547995770039 acceptance ratio 1.0 Sfold = 14.02709717808245 Sfnew = 11.334311488835839 Sold = -57.90538053227919, Snew = -57.90192714217629 Snew - Sold = 0.003453390102897913 0.007320 seconds (23.78 k allocations: 2.152 MiB) 10 plaq_t = 0.15712314180464926 acceptance ratio 1.0 Nf = 2 Sfold = 6.782935709285528 + 0.0im Sfold = 5.127587866231059 Sfnew = 6.647581632708423 Sold = -61.59584283886304, Snew = -61.588099082741095 Snew - Sold = 0.0077437561219468876 0.540397 seconds (87.15 k allocations: 5.820 MiB, 98.51% compilation time) 1 plaq_t = 0.15842275717191734 acceptance ratio 1.0 Sfold = 10.991362242925597 Sfnew = 12.165858989237584 Sold = -48.19303611742648, Snew = -48.24996915707168 Snew - Sold = -0.05693303964520169 0.008504 seconds (24.35 k allocations: 2.206 MiB) 2 plaq_t = 0.1429909878992756 acceptance ratio 1.0 Sfold = 14.317163052718266 Sfnew = 13.867142159006876 Sold = -47.84130185672255, Snew = -47.78202321987452 Snew - Sold = 0.059278636848034694 0.008872 seconds (24.38 k allocations: 2.209 MiB) 3 plaq_t = 0.15331451667338175 acceptance ratio 1.0 Sfold = 6.1408142559489205 Sfnew = 6.170713876423093 Sold = -54.161045957862434, Snew = -54.14757522375561 Snew - Sold = 0.013470734106824978 0.008513 seconds (24.36 k allocations: 2.207 MiB) 4 plaq_t = 0.1600016422112856 acceptance ratio 1.0 Sfold = 10.497017679414556 Sfnew = 9.690055392949198 Sold = -60.9021139314746, Snew = -60.9219959396877 Snew - Sold = -0.019882008213095048 0.007786 seconds (24.39 k allocations: 2.209 MiB) 5 plaq_t = 0.1537590820099023 acceptance ratio 1.0 Sfold = 13.549897863092275 Sfnew = 10.46388644743684 Sold = -42.57927353267578, Snew = -42.581215364699155 Snew - Sold = -0.0019418320233768327 0.007656 seconds (24.32 k allocations: 2.204 MiB) 6 plaq_t = 0.1404684089165864 acceptance ratio 1.0 Sfold = 5.496545602678198 Sfnew = 7.7849639563064015 Sold = -49.25734308185679, Snew = -49.259011951719685 Snew - Sold = -0.0016688698628968268 0.007634 seconds (24.34 k allocations: 2.205 MiB) 7 plaq_t = 0.14678953146854434 acceptance ratio 1.0 Sfold = 6.279308400050228 Sfnew = 5.16108195513728 Sold = -63.28217398290745, Snew = -63.24074401895071 Snew - Sold = 0.04142996395674459 0.007634 seconds (24.37 k allocations: 2.208 MiB) 8 plaq_t = 0.15603907706673442 acceptance ratio 1.0 Sfold = 12.621510495749687 Sfnew = 12.320712258646283 Sold = -59.914860434524186, Snew = -59.90599101963814 Snew - Sold = 0.008869414886049753 0.007709 seconds (24.36 k allocations: 2.206 MiB) 9 plaq_t = 0.15416518602516113 acceptance ratio 1.0 Sfold = 6.386249372938086 Sfnew = 6.805778531771195 Sold = -64.57803124556673, Snew = -64.57763860174506 Snew - Sold = 0.00039264382166948053 0.007769 seconds (24.34 k allocations: 2.205 MiB) 10 plaq_t = 0.15478011243611314 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 = 11.416493261540584 + 0.0im Sfold = 10.659761139637315 Sfnew = 10.286633944514742 Sold = -54.57933834053203, Snew = -54.57439772511136 Snew - Sold = 0.004940615420672145 2.012368 seconds (331.27 k allocations: 20.983 MiB, 98.95% compilation time) 1 plaq_t = 0.15605241764713484 acceptance ratio 1.0 Sfold = 17.850897015114295 Sfnew = 19.29006833413634 Sold = -49.3873753569042, Snew = -49.394235453907584 Snew - Sold = -0.006860097003382748 0.020498 seconds (45.79 k allocations: 4.692 MiB) 2 plaq_t = 0.15760867077640822 acceptance ratio 1.0 Sfold = 15.875787725204468 Sfnew = 17.66615998047501 Sold = -51.33054029431187, Snew = -51.34817551590432 Snew - Sold = -0.017635221592456674 0.020388 seconds (45.73 k allocations: 4.686 MiB) 3 plaq_t = 0.15050722287616686 acceptance ratio 1.0 Sfold = 10.73194348560309 Sfnew = 10.807003060668263 Sold = -50.84686952089555, Snew = -50.85313280860522 Snew - Sold = -0.006263287709664667 0.019797 seconds (45.76 k allocations: 4.688 MiB) 4 plaq_t = 0.14886418825076392 acceptance ratio 1.0 Sfold = 15.978099861971087 Sfnew = 16.616936583203294 Sold = -40.83849221768362, Snew = -40.82632315701774 Snew - Sold = 0.01216906066588308 0.019281 seconds (45.74 k allocations: 4.688 MiB) 5 plaq_t = 0.1524732973419935 acceptance ratio 1.0 Sfold = 11.755007567816811 Sfnew = 11.977436154242982 Sold = -56.53032842373981, Snew = -56.521000438938856 Snew - Sold = 0.009327984800954425 0.018630 seconds (45.80 k allocations: 4.693 MiB) 6 plaq_t = 0.15446350231315673 acceptance ratio 1.0 Sfold = 10.4229384818008 Sfnew = 10.652485579024724 Sold = -61.9775594677747, Snew = -61.96455148534383 Snew - Sold = 0.013007982430863763 0.020391 seconds (45.82 k allocations: 4.693 MiB) 7 plaq_t = 0.15919755164106417 acceptance ratio 1.0 Sfold = 13.772027512696464 Sfnew = 14.470841277560648 Sold = -54.64690011970093, Snew = -54.663689212548334 Snew - Sold = -0.016789092847403708 0.020721 seconds (45.81 k allocations: 4.692 MiB) 8 plaq_t = 0.15497575860981977 acceptance ratio 1.0 Sfold = 14.398193057783864 Sfnew = 14.962276508616512 Sold = -57.75269355010378, Snew = -57.74569961402092 Snew - Sold = 0.006993936082857033 0.058546 seconds (45.79 k allocations: 4.691 MiB, 66.63% gc time) 9 plaq_t = 0.1580842910606149 acceptance ratio 1.0 Sfold = 18.134224737924413 Sfnew = 19.020300622802054 Sold = -48.06363670510916, Snew = -48.07640475298966 Snew - Sold = -0.012768047880499012 0.018861 seconds (45.84 k allocations: 4.695 MiB) 10 plaq_t = 0.1557122286998961 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/C6Q41/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 = 28.877583743341212 + 0.0im Sfold = 32.854473252266615 Sfnew = 27.163757712102917 Sold = -7.539811312076928, Snew = -7.549307277956434 Snew - Sold = -0.009495965879505519 10.397997 seconds (2.48 M allocations: 139.780 MiB, 0.33% gc time, 99.87% compilation time) 1 plaq_t = 0.14801370405566797 acceptance ratio 1.0 Sfold = 22.891003880586837 Sfnew = 20.95503889730489 Sold = -8.872841273505657, Snew = -8.877435280352525 Snew - Sold = -0.004594006846868837 0.012928 seconds (23.72 k allocations: 2.147 MiB) 2 plaq_t = 0.14277805823353396 acceptance ratio 1.0 Sfold = 28.04795569354431 Sfnew = 23.11491552178309 Sold = 6.421793840795459, Snew = 6.418965847735706 Snew - Sold = -0.002827993059753453 0.012827 seconds (23.73 k allocations: 2.148 MiB) 3 plaq_t = 0.12525039386766976 acceptance ratio 1.0 Sfold = 31.095941886082294 Sfnew = 27.32569597179085 Sold = 13.421215713147284, Snew = 13.426035090687819 Snew - Sold = 0.004819377540535186 0.012780 seconds (23.69 k allocations: 2.145 MiB) 4 plaq_t = 0.1289481948290711 acceptance ratio 1.0 Sfold = 28.308647417151697 Sfnew = 32.06671063174971 Sold = 6.695709632566853, Snew = 6.6862376879012615 Snew - Sold = -0.009471944665591536 0.012756 seconds (23.71 k allocations: 2.146 MiB) 5 plaq_t = 0.1262255387291707 acceptance ratio 1.0 Sfold = 27.079167171820437 Sfnew = 28.82442610423246 Sold = 20.212136779904235, Snew = 20.217641413098374 Snew - Sold = 0.005504633194139075 0.012804 seconds (23.66 k allocations: 2.142 MiB) 6 plaq_t = 0.1332821038541503 acceptance ratio 1.0 Sfold = 23.94534529994986 Sfnew = 19.48997981635153 Sold = 6.705013852622212, Snew = 6.703542480975592 Snew - Sold = -0.0014713716466197013 0.012863 seconds (23.72 k allocations: 2.147 MiB) 7 plaq_t = 0.11512083136648678 acceptance ratio 1.0 Sfold = 32.128610199523735 Sfnew = 36.06408676597715 Sold = 18.672288328951197, Snew = 18.67761744127904 Snew - Sold = 0.005329112327842722 0.012782 seconds (23.71 k allocations: 2.146 MiB) 8 plaq_t = 0.12518368560890858 acceptance ratio 1.0 Sfold = 29.023641018546723 Sfnew = 33.3264077535766 Sold = 18.07742525792416, Snew = 18.063591999222595 Snew - Sold = -0.013833258701563267 0.012874 seconds (23.67 k allocations: 2.143 MiB) 9 plaq_t = 0.12435687494480287 acceptance ratio 1.0 Sfold = 35.04946906607194 Sfnew = 46.892173057293064 Sold = 41.65729331615258, Snew = 41.62464394061091 Snew - Sold = -0.032649375541673464 0.012697 seconds (23.73 k allocations: 2.148 MiB) 10 plaq_t = 0.12331475989896909 acceptance ratio 1.0 Nf = 2 Sfold = 19.397035929992708 + 0.0im Sfold = 9.680548041584288 Sfnew = 8.426716013350301 Sold = -13.856969048126302, Snew = -13.853134229629795 Snew - Sold = 0.003834818496507353 0.524517 seconds (87.15 k allocations: 5.820 MiB, 97.59% compilation time) 1 plaq_t = 0.12986582154884288 acceptance ratio 1.0 Sfold = 15.109274258905199 Sfnew = 18.046061559659734 Sold = 3.2199045102556134, Snew = 3.2129839572600503 Snew - Sold = -0.006920552995563156 0.012337 seconds (24.36 k allocations: 2.207 MiB) 2 plaq_t = 0.11014507641950921 acceptance ratio 1.0 Sfold = 27.615524645712526 Sfnew = 26.69209478015702 Sold = 26.984335327063363, Snew = 26.978598964679257 Snew - Sold = -0.0057363623841055755 0.012411 seconds (24.33 k allocations: 2.205 MiB) 3 plaq_t = 0.10303433435847284 acceptance ratio 1.0 Sfold = 12.328661243929988 Sfnew = 15.922716674661983 Sold = -4.73022617787611, Snew = -4.723241155190793 Snew - Sold = 0.006985022685316977 0.012785 seconds (24.39 k allocations: 2.211 MiB) 4 plaq_t = 0.1263989810172097 acceptance ratio 1.0 Sfold = 20.987601139059958 Sfnew = 20.77352629419462 Sold = 3.1550495553880857, Snew = 3.1556746558371565 Snew - Sold = 0.0006251004490707146 0.012794 seconds (24.41 k allocations: 2.211 MiB) 5 plaq_t = 0.12274110423941001 acceptance ratio 1.0 Sfold = 16.294324520401283 Sfnew = 16.03231084067707 Sold = -5.470162220672719, Snew = -5.464177314563237 Snew - Sold = 0.005984906109482324 0.012671 seconds (24.36 k allocations: 2.208 MiB) 6 plaq_t = 0.1348296470006254 acceptance ratio 1.0 Sfold = 16.437996734251755 Sfnew = 13.942330976643762 Sold = -8.780658620097824, Snew = -8.786597832616158 Snew - Sold = -0.005939212518333292 0.012693 seconds (24.34 k allocations: 2.205 MiB) 7 plaq_t = 0.11616837694465061 acceptance ratio 1.0 Sfold = 14.816316307624694 Sfnew = 15.147005139151448 Sold = 2.4277318397184953, Snew = 2.4300427168853123 Snew - Sold = 0.0023108771668169936 0.012948 seconds (24.33 k allocations: 2.205 MiB) 8 plaq_t = 0.11980647467430935 acceptance ratio 1.0 Sfold = 16.98631328127297 Sfnew = 20.31331686195955 Sold = 12.650879463614316, Snew = 12.649757703307323 Snew - Sold = -0.0011217603069937354 0.012751 seconds (24.36 k allocations: 2.207 MiB) 9 plaq_t = 0.11620427312302145 acceptance ratio 1.0 Sfold = 16.95610588801885 Sfnew = 17.80437430853285 Sold = 1.017632009666638, Snew = 1.029779076924065 Snew - Sold = 0.012147067257426869 0.012682 seconds (24.35 k allocations: 2.206 MiB) 10 plaq_t = 0.13054176640900472 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 = 30.75037864480003 + 0.0im Sfold = 30.48783887877026 Sfnew = 32.2986076681646 Sold = 11.763990354870511, Snew = 11.76008031444362 Snew - Sold = -0.00391004042689147 1.781282 seconds (281.92 k allocations: 18.773 MiB, 98.17% compilation time) 1 plaq_t = 0.12373284210558139 acceptance ratio 1.0 Sfold = 35.26215962302447 Sfnew = 35.096357317197054 Sold = 15.230313501626611, Snew = 15.232535590357351 Snew - Sold = 0.002222088730739813 0.032242 seconds (45.76 k allocations: 5.159 MiB) 2 plaq_t = 0.12676795641255323 acceptance ratio 1.0 Sfold = 38.50719944867478 Sfnew = 37.29048508535382 Sold = 19.358328940855003, Snew = 19.349859080602954 Snew - Sold = -0.008469860252048989 0.031973 seconds (45.72 k allocations: 5.156 MiB) 3 plaq_t = 0.11111381772953147 acceptance ratio 1.0 Sfold = 33.6107431480893 Sfnew = 32.40124434480514 Sold = 9.410653705986938, Snew = 9.43473450445638 Snew - Sold = 0.024080798469441334 0.032202 seconds (45.74 k allocations: 5.157 MiB) 4 plaq_t = 0.14392325662342295 acceptance ratio 1.0 Sfold = 31.805388104462594 Sfnew = 30.52703470252976 Sold = 9.451553548566316, Snew = 9.447209592351392 Snew - Sold = -0.00434395621492456 0.032235 seconds (45.76 k allocations: 5.158 MiB) 5 plaq_t = 0.13509395903018662 acceptance ratio 1.0 Sfold = 33.34863274931601 Sfnew = 33.26515365914511 Sold = 10.489095874816428, Snew = 10.487492434829278 Snew - Sold = -0.0016034399871500682 0.032776 seconds (45.75 k allocations: 5.157 MiB) 6 plaq_t = 0.13266242184918473 acceptance ratio 1.0 Sfold = 23.173690112993178 Sfnew = 22.90839642378846 Sold = -3.9304267761366063, Snew = -3.934903748214154 Snew - Sold = -0.004476972077547714 0.033147 seconds (45.75 k allocations: 5.157 MiB) 7 plaq_t = 0.1250566465553709 acceptance ratio 1.0 Sfold = 35.9025633087929 Sfnew = 33.52680596359786 Sold = 7.087603791253962, Snew = 7.093003308820592 Snew - Sold = 0.005399517566630152 0.032972 seconds (45.73 k allocations: 5.155 MiB) 8 plaq_t = 0.13210817424282253 acceptance ratio 1.0 Sfold = 28.534449821401108 Sfnew = 27.939033407610598 Sold = 4.6227728763377876, Snew = 4.623000451488256 Snew - Sold = 0.00022757515046833987 0.052440 seconds (45.72 k allocations: 5.155 MiB, 35.40% gc time) 9 plaq_t = 0.12904912710933453 acceptance ratio 1.0 Sfold = 38.35247461810623 Sfnew = 35.87772789419144 Sold = 11.852759554777123, Snew = 11.849953722168948 Snew - Sold = -0.0028058326081747964 0.032731 seconds (45.69 k allocations: 5.152 MiB) 10 plaq_t = 0.12540183108219208 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/C6Q41/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 = 50.56627753197958 + 0.0im Sfold = 37.12992025090969 Sfnew = 31.3211178065704 Sold = 69.51144834565099, Snew = 69.47927618580772 Snew - Sold = -0.032172159843270265 19.192290 seconds (4.37 M allocations: 241.747 MiB, 0.49% gc time, 99.79% compilation time) 1 plaq_t = 0.09873780273652337 acceptance ratio 1.0 Sfold = 39.88301566788135 Sfnew = 39.25035750723777 Sold = 121.856518791192, Snew = 121.8480714467259 Snew - Sold = -0.008447344466105733 0.041142 seconds (57.04 k allocations: 5.137 MiB) 2 plaq_t = 0.08282902665425 acceptance ratio 1.0 Sfold = 49.08355567873747 Sfnew = 44.59494857095992 Sold = 130.37318553453656, Snew = 130.36947654273416 Snew - Sold = -0.0037089918023980317 0.041308 seconds (57.01 k allocations: 5.136 MiB) 3 plaq_t = 0.07302896062631516 acceptance ratio 1.0 Sfold = 40.578349082576715 Sfnew = 46.4509220291482 Sold = 117.49160676377272, Snew = 117.49074566069814 Snew - Sold = -0.0008611030745839798 0.041391 seconds (57.15 k allocations: 5.147 MiB) 4 plaq_t = 0.08630434464589672 acceptance ratio 1.0 Sfold = 47.81990882694023 Sfnew = 47.74150303359081 Sold = 160.05753624761817, Snew = 160.02984611763634 Snew - Sold = -0.027690129981834843 0.041204 seconds (56.91 k allocations: 5.126 MiB) 5 plaq_t = 0.08446324811965403 acceptance ratio 1.0 Sfold = 46.76894145188168 Sfnew = 48.52310040483401 Sold = 123.63242321950875, Snew = 123.6429299566898 Snew - Sold = 0.010506737181046333 0.041687 seconds (57.37 k allocations: 5.167 MiB) 6 plaq_t = 0.08922237206874999 acceptance ratio 1.0 Sfold = 47.125677602772626 Sfnew = 52.269062823176604 Sold = 125.42102961920395, Snew = 125.41719734348615 Snew - Sold = -0.003832275717797984 0.041334 seconds (56.94 k allocations: 5.128 MiB) 7 plaq_t = 0.09045727788773064 acceptance ratio 1.0 Sfold = 48.84893134548032 Sfnew = 51.461347985207446 Sold = 156.86373068599354, Snew = 156.82578122033175 Snew - Sold = -0.037949465661796467 0.041961 seconds (57.55 k allocations: 5.184 MiB) 8 plaq_t = 0.07655944016836252 acceptance ratio 1.0 Sfold = 46.73302476092237 Sfnew = 51.653188707555216 Sold = 129.68254208175563, Snew = 129.67005783467337 Snew - Sold = -0.012484247082255706 0.060155 seconds (57.43 k allocations: 5.173 MiB, 30.61% gc time) 9 plaq_t = 0.0927084493873401 acceptance ratio 1.0 Sfold = 41.7329609657541 Sfnew = 38.40489940268815 Sold = 110.84179799250643, Snew = 110.80713119996577 Snew - Sold = -0.03466679254066207 0.040916 seconds (56.91 k allocations: 5.127 MiB) 10 plaq_t = 0.0911534613236624 acceptance ratio 1.0 Nf = 2 Sfold = 22.278221002928834 + 0.0im Sfold = 18.206609096139978 Sfnew = 16.9890775680279 Sold = 112.59850001683898, Snew = 112.57417063145634 Snew - Sold = -0.024329385382642954 0.565862 seconds (122.58 k allocations: 9.005 MiB, 92.32% compilation time) 1 plaq_t = 0.06592902657212225 acceptance ratio 1.0 Sfold = 24.63708520332661 Sfnew = 26.57141583457636 Sold = 128.0491333254104, Snew = 128.01135909407603 Snew - Sold = -0.037774231334367414 0.043687 seconds (60.62 k allocations: 5.468 MiB) 2 plaq_t = 0.08028793181062403 acceptance ratio 1.0 Sfold = 22.492299789918043 Sfnew = 25.57013396264658 Sold = 117.26677700049768, Snew = 117.24849140745691 Snew - Sold = -0.018285593040772596 0.042293 seconds (59.63 k allocations: 5.377 MiB) 3 plaq_t = 0.07137581422371632 acceptance ratio 1.0 Sfold = 30.774813263072016 Sfnew = 27.961820629095328 Sold = 123.50893871922202, Snew = 123.52239002082676 Snew - Sold = 0.01345130160474639 0.042204 seconds (58.90 k allocations: 5.310 MiB) 4 plaq_t = 0.08362784898443888 acceptance ratio 1.0 Sfold = 18.01596891881202 Sfnew = 18.731655980360383 Sold = 92.14705334252157, Snew = 92.14276756884206 Snew - Sold = -0.004285773679512772 0.042506 seconds (58.83 k allocations: 5.304 MiB) 5 plaq_t = 0.0780751152545366 acceptance ratio 1.0 Sfold = 19.546845231770636 Sfnew = 25.936567380043037 Sold = 97.78991864599335, Snew = 97.77266135266095 Snew - Sold = -0.01725729333240622 0.043101 seconds (59.14 k allocations: 5.332 MiB) 6 plaq_t = 0.06739202958522664 acceptance ratio 1.0 Sfold = 22.31675153469243 Sfnew = 22.660898518330807 Sold = 144.81955769419235, Snew = 144.81824636282875 Snew - Sold = -0.0013113313636097246 0.057557 seconds (59.98 k allocations: 5.409 MiB, 24.49% gc time) 7 plaq_t = 0.06024938065154327 acceptance ratio 1.0 Sfold = 22.359837319501025 Sfnew = 25.456963792184727 Sold = 129.3672868123299, Snew = 129.34628187769215 Snew - Sold = -0.021004934637744554 0.042838 seconds (59.67 k allocations: 5.383 MiB) 8 plaq_t = 0.06613818339131325 acceptance ratio 1.0 Sfold = 21.035064805183794 Sfnew = 23.406878684721065 Sold = 102.79086978706212, Snew = 102.79826916628731 Snew - Sold = 0.007399379225191183 0.042668 seconds (59.48 k allocations: 5.363 MiB) 9 plaq_t = 0.06811603409042037 acceptance ratio 1.0 Sfold = 26.880823917773487 Sfnew = 20.018078367030803 Sold = 124.53831039561408, Snew = 124.53981059937178 Snew - Sold = 0.0015002037577005467 0.042497 seconds (60.72 k allocations: 5.475 MiB) 10 plaq_t = 0.07069914687421293 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 = 59.26406156201581 + 0.0im Sfold = 50.80362232662533 Sfnew = 48.625334785633896 Sold = 148.1023144145649, Snew = 148.1052133070284 Snew - Sold = 0.002898892463520042 1.843637 seconds (322.00 k allocations: 22.766 MiB, 95.19% compilation time) 1 plaq_t = 0.06778377099079363 acceptance ratio 1.0 Sfold = 35.8169698105877 Sfnew = 38.29089418710149 Sold = 116.36885936364601, Snew = 116.36958211445781 Snew - Sold = 0.0007227508118035075 0.089378 seconds (86.71 k allocations: 9.233 MiB) 2 plaq_t = 0.07612404199177956 acceptance ratio 1.0 Sfold = 53.42598555578813 Sfnew = 52.147598155859455 Sold = 122.87909097922778, Snew = 122.88546814920521 Snew - Sold = 0.0063771699774264334 0.108717 seconds (84.92 k allocations: 9.073 MiB, 17.84% gc time) 3 plaq_t = 0.08766369106375259 acceptance ratio 1.0 Sfold = 58.54216345307961 Sfnew = 56.60446717877165 Sold = 147.31342511025738, Snew = 147.31417669984498 Snew - Sold = 0.0007515895875940259 0.089136 seconds (85.27 k allocations: 9.104 MiB) 4 plaq_t = 0.08182999277874052 acceptance ratio 1.0 Sfold = 39.526294419913256 Sfnew = 40.39068402561531 Sold = 136.41435106366131, Snew = 136.41258517446903 Snew - Sold = -0.0017658891922849307 0.089037 seconds (85.44 k allocations: 9.120 MiB) 5 plaq_t = 0.06964209427157604 acceptance ratio 1.0 Sfold = 39.509231729355825 Sfnew = 39.12371331327818 Sold = 128.940821750159, Snew = 128.9402741794592 Snew - Sold = -0.0005475706997799534 0.089791 seconds (85.89 k allocations: 9.159 MiB) 6 plaq_t = 0.07129589007089891 acceptance ratio 1.0 Sfold = 49.26663598036692 Sfnew = 50.32083865290887 Sold = 126.36892735295089, Snew = 126.37171728101976 Snew - Sold = 0.0027899280688643557 0.101852 seconds (85.10 k allocations: 9.089 MiB, 12.77% gc time) 7 plaq_t = 0.08352186132870582 acceptance ratio 1.0 Sfold = 47.043898737247446 Sfnew = 46.049732074654685 Sold = 126.30151530944602, Snew = 126.30085226366191 Snew - Sold = -0.0006630457841083626 0.089773 seconds (86.06 k allocations: 9.176 MiB) 8 plaq_t = 0.06714735912006674 acceptance ratio 1.0 Sfold = 45.82784887867676 Sfnew = 48.867212483192844 Sold = 144.90361095555988, Snew = 144.90836718400172 Snew - Sold = 0.0047562284418347645 0.089773 seconds (86.71 k allocations: 9.233 MiB) 9 plaq_t = 0.06444238594389552 acceptance ratio 1.0 Sfold = 43.77757107665481 Sfnew = 43.510032954509725 Sold = 153.38812578429355, Snew = 153.38268046140522 Snew - Sold = -0.005445322888334658 0.089063 seconds (86.63 k allocations: 9.225 MiB) 10 plaq_t = 0.057945149550371944 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 = 768.935045853651 + 0.0im Sfold = 717.9853248499295 Sfnew = 513.1347390604775 Sold = -3493.3656775828185, Snew = -3495.7716919696463 Snew - Sold = -2.406014386827792 30.488451 seconds (4.77 M allocations: 267.859 MiB, 0.54% gc time, 84.76% compilation time) 1 plaq_t = 0.7956153539818837 acceptance ratio 1.0 Sfold = 814.4171958543802 Sfnew = 657.8915804067694 Sold = -1788.2376806233406, Snew = -1789.1061102047559 Snew - Sold = -0.8684295814152847 6.456654 seconds (349.51 k allocations: 34.359 MiB) 2 plaq_t = 0.6957576247711549 acceptance ratio 1.0 Sfold = 737.5442847474183 Sfnew = 693.669154685169 Sold = -1029.986415914144, Snew = -1030.376376235923 Snew - Sold = -0.38996032177919915 7.395249 seconds (401.97 k allocations: 39.480 MiB) 3 plaq_t = 0.6560030889117653 acceptance ratio 1.0 Sfold = 749.9074395731618 Sfnew = 733.7302826235154 Sold = -586.7964997552049, Snew = -586.9379013807225 Snew - Sold = -0.14140162551757385 8.256082 seconds (445.34 k allocations: 43.713 MiB, 0.67% gc time) 4 plaq_t = 0.6155473546165912 acceptance ratio 1.0 Sfold = 768.1829381099817 Sfnew = 759.2582891249689 Sold = -296.64856340623896, Snew = -296.68115166050904 Snew - Sold = -0.03258825427008105 8.486382 seconds (463.81 k allocations: 45.512 MiB) 5 plaq_t = 0.6007085605764807 acceptance ratio 1.0 Sfold = 790.6125362803958 Sfnew = 750.3561408206193 Sold = -149.26902572273423, Snew = -149.2420792845545 Snew - Sold = 0.026946438179720644 8.474387 seconds (463.85 k allocations: 45.521 MiB, 0.07% gc time) 6 plaq_t = 0.5911647126872953 acceptance ratio 1.0 Sfold = 844.8456915501479 Sfnew = 807.2769601309519 Sold = 4.986632694150558, Snew = 5.087535224382918 Snew - Sold = 0.10090253023236073 8.430343 seconds (471.73 k allocations: 46.292 MiB, 0.07% gc time) 7 plaq_t = 0.5787810695103598 acceptance ratio 1.0 Sfold = 740.1465312081328 Sfnew = 773.3113041993478 Sold = -124.75225625342762, Snew = -124.9059167812394 Snew - Sold = -0.1536605278117804 8.374708 seconds (461.23 k allocations: 45.263 MiB, 0.06% gc time) 8 plaq_t = 0.5886302277324366 acceptance ratio 1.0 Sfold = 743.6623946693045 Sfnew = 800.5442385118902 Sold = -36.73740304503633, Snew = -36.957644901822505 Snew - Sold = -0.22024185678617414 7.996914 seconds (437.71 k allocations: 42.967 MiB, 0.10% gc time) 9 plaq_t = 0.5929621760791304 acceptance ratio 1.0 Sfold = 732.1476082988271 Sfnew = 742.7379350846292 Sold = -218.60158185141006, Snew = -218.75822515121342 Snew - Sold = -0.15664329980336333 7.807061 seconds (424.34 k allocations: 41.659 MiB, 0.05% gc time) 10 plaq_t = 0.589641133589723 acceptance ratio 1.0 Nf = 4 Sfold = 398.09755156784877 + 0.0im Sfold = 398.30558291244796 Sfnew = 402.83148805999207 Sold = -562.9742854256758, Snew = -562.9003316764736 Snew - Sold = 0.0739537492022464 8.411117 seconds (493.75 k allocations: 45.697 MiB, 0.27% gc time, 6.88% compilation time) 1 plaq_t = 0.5861297522729971 acceptance ratio 1.0 Sfold = 391.1390871960536 Sfnew = 385.89996119722707 Sold = -546.8443540729425, Snew = -546.8017146983522 Snew - Sold = 0.04263937459029421 8.141265 seconds (448.29 k allocations: 44.051 MiB, 0.04% gc time) 2 plaq_t = 0.5865861622691938 acceptance ratio 1.0 Sfold = 387.2534295395131 Sfnew = 408.9822081338409 Sold = -473.54523396836106, Snew = -473.60050433394986 Snew - Sold = -0.05527036558879672 8.462957 seconds (461.58 k allocations: 45.350 MiB, 0.10% gc time) 3 plaq_t = 0.5846323328948992 acceptance ratio 1.0 Sfold = 398.6100797657391 Sfnew = 376.5035019649398 Sold = -487.51422887016906, Snew = -487.3412744366366 Snew - Sold = 0.17295443353248174 8.397503 seconds (458.23 k allocations: 45.024 MiB, 0.09% gc time) 4 plaq_t = 0.5888059141410789 acceptance ratio 1.0 Sfold = 411.8320860335187 Sfnew = 372.06082125056025 Sold = -496.15128738790844, Snew = -496.0451548406551 Snew - Sold = 0.10613254725336674 8.646326 seconds (475.42 k allocations: 46.702 MiB, 0.04% gc time) 5 plaq_t = 0.5770742683772279 acceptance ratio 1.0 Sfold = 377.50261143534647 Sfnew = 364.0693695408827 Sold = -351.2611591147328, Snew = -351.23171286042725 Snew - Sold = 0.029446254305526054 8.665518 seconds (476.60 k allocations: 46.820 MiB, 0.09% gc time) 6 plaq_t = 0.5676569500923231 acceptance ratio 1.0 Sfold = 365.4433852466486 Sfnew = 414.32454312612714 Sold = -382.2244996743621, Snew = -382.32954040061435 Snew - Sold = -0.10504072625224126 8.666375 seconds (477.98 k allocations: 46.950 MiB, 0.04% gc time) 7 plaq_t = 0.5789097178513192 acceptance ratio 1.0 Sfold = 395.12190928303545 Sfnew = 397.08673692017885 Sold = -271.3723278432778, Snew = -271.422840165559 Snew - Sold = -0.05051232228123581 8.774453 seconds (487.85 k allocations: 47.916 MiB, 0.08% gc time) 8 plaq_t = 0.5762323061021299 acceptance ratio 1.0 Sfold = 395.92192112634535 Sfnew = 368.2170268020231 Sold = -312.9526628292778, Snew = -312.86627771139825 Snew - Sold = 0.08638511787955849 9.197572 seconds (514.83 k allocations: 50.552 MiB, 0.08% gc time) 9 plaq_t = 0.5642054517143259 acceptance ratio 1.0 Sfold = 375.7096030467101 Sfnew = 390.7930704225685 Sold = -268.9203095998373, Snew = -268.87598128192866 Snew - Sold = 0.04432831790865066 8.502571 seconds (474.36 k allocations: 46.600 MiB, 0.09% gc time) 10 plaq_t = 0.5729905513139495 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 = 791.9383776516428 + 0.0im Sfold = 776.3687530909226 Sfnew = 776.069932124171 Sold = 54.778459174772934, Snew = 54.74833057227181 Snew - Sold = -0.03012860250112226 12.932256 seconds (853.88 k allocations: 90.491 MiB, 0.23% gc time, 16.36% compilation time) 1 plaq_t = 0.573575404548449 acceptance ratio 1.0 Sfold = 800.6317252973879 Sfnew = 797.1749411481477 Sold = 42.17879496310002, Snew = 42.14711880670154 Snew - Sold = -0.03167615639847554 10.860778 seconds (586.77 k allocations: 75.367 MiB, 0.10% gc time) 2 plaq_t = 0.5771067227054357 acceptance ratio 1.0 Sfold = 767.7772585401214 Sfnew = 762.1382255532832 Sold = 22.834397482218833, Snew = 22.771802118342407 Snew - Sold = -0.06259536387642584 11.043659 seconds (584.14 k allocations: 75.112 MiB, 0.10% gc time) 3 plaq_t = 0.5560230769240841 acceptance ratio 1.0 Sfold = 760.579064490249 Sfnew = 774.1553673723889 Sold = 149.13709791045858, Snew = 149.16511993830647 Snew - Sold = 0.028022027847896425 11.036411 seconds (602.23 k allocations: 76.867 MiB, 0.09% gc time) 4 plaq_t = 0.5671939759373347 acceptance ratio 1.0 Sfold = 796.3134851094602 Sfnew = 812.5738282847046 Sold = 164.27716047738716, Snew = 164.28604183783727 Snew - Sold = 0.008881360450118336 10.823093 seconds (584.15 k allocations: 75.115 MiB, 0.09% gc time) 5 plaq_t = 0.5598339908524657 acceptance ratio 1.0 Sfold = 770.4007232223961 Sfnew = 767.2766785903865 Sold = 141.0382633595667, Snew = 141.00236355760183 Snew - Sold = -0.035899801964887956 11.340208 seconds (613.12 k allocations: 77.922 MiB, 0.09% gc time) 6 plaq_t = 0.557712623057554 acceptance ratio 1.0 Sfold = 788.432236922516 Sfnew = 793.7651219364392 Sold = 183.30029040746513, Snew = 183.29704577272366 Snew - Sold = -0.0032446347414634147 11.488201 seconds (624.08 k allocations: 78.985 MiB, 0.09% gc time) 7 plaq_t = 0.5551743637962097 acceptance ratio 1.0 Sfold = 778.1876993266721 Sfnew = 773.5880351060291 Sold = 101.43303180565977, Snew = 101.52805108602979 Snew - Sold = 0.09501928037002472 11.874246 seconds (643.20 k allocations: 80.836 MiB, 0.10% gc time) 8 plaq_t = 0.5625856340677136 acceptance ratio 1.0 Sfold = 767.6718079157081 Sfnew = 780.1375341467123 Sold = 74.51450691679747, Snew = 74.51977611471546 Snew - Sold = 0.005269197917982638 11.357494 seconds (623.02 k allocations: 78.882 MiB, 0.09% gc time) 9 plaq_t = 0.5595832256889605 acceptance ratio 1.0 Sfold = 752.4916810429294 Sfnew = 762.7644937236981 Sold = 154.8834466426241, Snew = 154.81075762728494 Snew - Sold = -0.07268901533916505 11.478810 seconds (628.44 k allocations: 79.406 MiB, 0.10% gc time) 10 plaq_t = 0.5580610460137991 acceptance ratio 1.0 Wilson HMC WARNING: Method definition MDtest!(Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:4 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:9. WARNING: Method definition calc_action(Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:27 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:37. WARNING: Method definition MDstep!(Any, Any, Any, Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:36 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:46. WARNING: Method definition U_update!(Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:77 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:106. WARNING: Method definition P_update!(Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:92 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:121. WARNING: Method definition P_update_fermion!(Any, Any, Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:105 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:134. WARNING: Method definition test1_2D() in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:161 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:194. 2D HMC ---------------------------------------------- Structure of the actions for Gaugefields num. of terms: 1 ------------------------------- 1-st term: coefficient: 2.75 + 0.0im ------------------------- 1-st loop L"$U_{1}(n)U_{2}(n+e_{1})U^{\dagger}_{1}(n+e_{2})U^{\dagger}_{2}(n)$" 2-nd loop L"$U_{2}(n)U_{1}(n+e_{2})U^{\dagger}_{2}(n+e_{1})U^{\dagger}_{1}(n)$" ------------------------- ---------------------------------------------- Sfold = 107.09540080887582 Sold = 160.89677911867392 Wilson HMC: Error During Test at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/runtests.jl:57 Got exception outside of a @test LoadError: MethodError: no method matching mul_1minusγμx!(::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, ::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, ::Int64) The function `mul_1minusγμx!` exists, but no method is defined for this combination of argument types. Closest candidates are: mul_1minusγμx!(!Matched::LatticeDiracOperators.Dirac_operators.WilsonFermion_4D, ::Any, ::Any) @ LatticeDiracOperators ~/.julia/packages/LatticeDiracOperators/Tc0E8/src/WilsonFermion/WilsonFermion_4D.jl:94 Stacktrace: [1] calc_UdSfdU_fromX!(UdSfdU::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, Y::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, X::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}; coeff::Int64) @ LatticeDiracOperators.Dirac_operators ~/.julia/packages/LatticeDiracOperators/Tc0E8/src/action/WilsonFermiAction.jl:169 [2] calc_UdSfdU_fromX! @ ~/.julia/packages/LatticeDiracOperators/Tc0E8/src/action/WilsonFermiAction.jl:128 [inlined] [3] calc_UdSfdU!(UdSfdU::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, ϕ::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}) @ LatticeDiracOperators.Dirac_operators ~/.julia/packages/LatticeDiracOperators/Tc0E8/src/action/WilsonFermiAction.jl:121 [4] P_update_fermion!(U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, p::Vector{Gaugefields.AbstractGaugefields_module.TA_Gaugefields_2D_serial{3, 8}}, ϵ::Float64, Δτ::Float64, Dim::Int64, gauge_action::GaugeAction{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, Gaugefields.GaugeAction_module.GaugeAction_dataset{2}}, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, η::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}) @ Main ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:142 [5] MDstep!(gauge_action::GaugeAction{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, Gaugefields.GaugeAction_module.GaugeAction_dataset{2}}, U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, p::Vector{Gaugefields.AbstractGaugefields_module.TA_Gaugefields_2D_serial{3, 8}}, MDsteps::Int64, Dim::Int64, Uold::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, η::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, ξ::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}) @ Main ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:80 [6] macro expansion @ ./timing.jl:645 [inlined] [7] MDtest!(gauge_action::GaugeAction{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, Gaugefields.GaugeAction_module.GaugeAction_dataset{2}}, U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, Dim::Int64, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, η::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, ξ::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}) @ Main ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:25 [8] test1_2D() @ Main ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:232 [9] top-level scope @ ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:256 [10] include(mapexpr::Function, mod::Module, _path::String) @ Base ./Base.jl:312 [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:1859 [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:1859 [inlined] [15] macro expansion @ ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/runtests.jl:59 [inlined] [16] include(mapexpr::Function, mod::Module, _path::String) @ Base ./Base.jl:312 [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 0.17817397302672838 + 0.1781708930330076im BICG -------------------------------------- bicg method 1-th eps: 589.8405394743121 2-th eps: 187.24478971179587 3-th eps: 72.31840410255768 4-th eps: 31.518240400242163 5-th eps: 14.96409644368703 6-th eps: 7.231597971848788 7-th eps: 3.7889100865037078 8-th eps: 2.5107755183937788 9-th eps: 1.4382458425388973 10-th eps: 0.3956824064603951 11-th eps: 0.07326769635000875 12-th eps: 0.013441318127233847 13-th eps: 0.0027993476244414857 14-th eps: 0.0006008589536957332 15-th eps: 0.00011234921446045178 16-th eps: 1.543424506897146e-5 17-th eps: 1.598020193635928e-6 18-th eps: 6.297356188195923e-8 19-th eps: 6.179172286796373e-11 Converged at 19-th step. eps: 6.179172286796373e-11 -------------------------------------- 4.005283 seconds (549.39 k allocations: 30.703 MiB, 0.86% gc time, 96.87% compilation time) 3641.6862115876106 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 85.02385062708245 2-th eps: 9.599575813030498 3-th eps: 13.368835555010552 4-th eps: 0.23136171268098998 5-th eps: 0.05733322018439667 6-th eps: 0.013727863583504217 7-th eps: 0.015880607132223074 8-th eps: 0.5483373205739267 9-th eps: 0.0032698737786679157 10-th eps: 0.003515916066833981 11-th eps: 0.00011661704971242123 12-th eps: 3.0509300998789338e-5 13-th eps: 3.106217413561662e-6 14-th eps: 3.3948367159802257e-7 15-th eps: 1.410990236851838e-8 16-th eps: 1.8223597331620106e-12 Converged at 16-th step. eps: 1.8223597331620106e-12 -------------------------------------- 0.466518 seconds (44.86 k allocations: 2.657 MiB, 75.95% compilation time) 3641.6860877802296 + 0.0im BICG -------------------------------------- bicg method 1-th eps: 589.8405394743121 2-th eps: 187.24478971179587 3-th eps: 72.31840410255768 4-th eps: 31.518240400242163 5-th eps: 14.96409644368703 6-th eps: 7.231597971848788 7-th eps: 3.7889100865037078 8-th eps: 2.5107755183937788 9-th eps: 1.4382458425388973 10-th eps: 0.3956824064603951 11-th eps: 0.07326769635000875 12-th eps: 0.013441318127233847 13-th eps: 0.0027993476244414857 14-th eps: 0.0006008589536957332 15-th eps: 0.00011234921446045178 16-th eps: 1.543424506897146e-5 17-th eps: 1.598020193635928e-6 18-th eps: 6.297356188195923e-8 19-th eps: 6.179172286796373e-11 Converged at 19-th step. eps: 6.179172286796373e-11 -------------------------------------- 0.125863 seconds (1.85 k allocations: 156.422 KiB) 3641.6862115876106 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 85.02385062708245 2-th eps: 9.599575813030498 3-th eps: 13.368835555010552 4-th eps: 0.23136171268098998 5-th eps: 0.05733322018439667 6-th eps: 0.013727863583504217 7-th eps: 0.015880607132223074 8-th eps: 0.5483373205739267 9-th eps: 0.0032698737786679157 10-th eps: 0.003515916066833981 11-th eps: 0.00011661704971242123 12-th eps: 3.0509300998789338e-5 13-th eps: 3.106217413561662e-6 14-th eps: 3.3948367159802257e-7 15-th eps: 1.410990236851838e-8 16-th eps: 1.8223597331620106e-12 Converged at 16-th step. eps: 1.8223597331620106e-12 -------------------------------------- 0.115460 seconds (1.57 k allocations: 132.859 KiB) 3641.6860877802296 + 0.0im BICG -------------------------------------- bicg method 1-th eps: 589.8405394743121 2-th eps: 187.24478971179587 3-th eps: 72.31840410255768 4-th eps: 31.518240400242163 5-th eps: 14.96409644368703 6-th eps: 7.231597971848788 7-th eps: 3.7889100865037078 8-th eps: 2.5107755183937788 9-th eps: 1.4382458425388973 10-th eps: 0.3956824064603951 11-th eps: 0.07326769635000875 12-th eps: 0.013441318127233847 13-th eps: 0.0027993476244414857 14-th eps: 0.0006008589536957332 15-th eps: 0.00011234921446045178 16-th eps: 1.543424506897146e-5 17-th eps: 1.598020193635928e-6 18-th eps: 6.297356188195923e-8 19-th eps: 6.179172286796373e-11 Converged at 19-th step. eps: 6.179172286796373e-11 -------------------------------------- 0.126549 seconds (1.85 k allocations: 156.422 KiB) 3641.6862115876106 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 85.02385062708245 2-th eps: 9.599575813030498 3-th eps: 13.368835555010552 4-th eps: 0.23136171268098998 5-th eps: 0.05733322018439667 6-th eps: 0.013727863583504217 7-th eps: 0.015880607132223074 8-th eps: 0.5483373205739267 9-th eps: 0.0032698737786679157 10-th eps: 0.003515916066833981 11-th eps: 0.00011661704971242123 12-th eps: 3.0509300998789338e-5 13-th eps: 3.106217413561662e-6 14-th eps: 3.3948367159802257e-7 15-th eps: 1.410990236851838e-8 16-th eps: 1.8223597331620106e-12 Converged at 16-th step. eps: 1.8223597331620106e-12 -------------------------------------- 0.113376 seconds (1.57 k allocations: 132.859 KiB) 3641.6860877802296 + 0.0im Sfold = 3106.25610454879 + 0.0im -------------------------------------- cg method 1-th eps: 610.7404750339913 2-th eps: 162.93834311028093 3-th eps: 52.6460059726715 4-th eps: 18.830154607907758 5-th eps: 6.946967231583136 6-th eps: 2.50660906130468 7-th eps: 1.1915069726016534 8-th eps: 0.6842522020913331 9-th eps: 0.7045933861387356 10-th eps: 0.31285952351838536 11-th eps: 0.05373728754048407 12-th eps: 0.010154819891239581 13-th eps: 0.002398291783432587 14-th eps: 0.00031969536283624536 15-th eps: 8.524421972541564e-5 16-th eps: 1.0626853745158985e-5 17-th eps: 1.19806099701525e-6 18-th eps: 6.699072972900157e-8 19-th eps: 5.2305362379823136e-11 20-th eps: 1.9248943285088777e-18 21-th eps: 2.741616733794897e-25 Converged at 21-th step. eps: 2.741616733794897e-25 -------------------------------------- -------------------------------------- bicg method 1-th eps: 134.9439169296802 2-th eps: 53.60307751275647 3-th eps: 23.532107435943818 4-th eps: 11.517458623184378 5-th eps: 5.93811692440918 6-th eps: 3.190916189241948 7-th eps: 1.850941903384718 8-th eps: 1.1807121339041304 9-th eps: 0.4225531350737816 10-th eps: 0.06628616032920967 11-th eps: 0.01142987270445239 12-th eps: 0.0022120088459895303 13-th eps: 0.0004819497631851958 14-th eps: 0.00010857981434510768 15-th eps: 1.5534746793118085e-5 16-th eps: 2.3199160398924965e-6 17-th eps: 1.697959891399512e-7 18-th eps: 3.475603775943484e-9 19-th eps: 1.7741310956122041e-12 20-th eps: 7.819896948905445e-18 21-th eps: 2.9108967027906074e-25 Converged at 21-th step. eps: 2.9108967027906074e-25 -------------------------------------- Sfnew = 3106.2561045487996 Test Summary: | Pass Error Total Time LatticeDiracOperators.jl | 19 1 20 8m27.9s Domainwall | 1 1 1m14.1s Staggered HMC | 17 17 6m35.6s Wilson HMC | 1 1 29.2s Basic operations | 1 1 9.0s RNG of the outermost testset: Xoshiro(0xc5844e75ff8af1a3, 0x0d679c2a202377a1, 0xca76556150e3ad73, 0x26a89b07a3558a76, 0xf0a70b106bbe84ff) 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 528.74s 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:2695 [3] test @ /opt/julia/share/julia/stdlib/v1.13/Pkg/src/Operations.jl:2544 [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] 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:311 [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 676.61s: package tests unexpectedly errored