Package evaluation of LatticeDiracOperators on Julia 1.13.0-DEV.1039 (6568124d5b*) started at 2025-08-26T18:13:44.953 ################################################################################ # Set-up # Installing PkgEval dependencies (TestEnv)... Set-up completed after 10.18s ################################################################################ # Installation # Installing LatticeDiracOperators... Resolving package versions... Updating `~/.julia/environments/v1.13/Project.toml` [019239df] + LatticeDiracOperators v0.4.14 Updating `~/.julia/environments/v1.13/Manifest.toml` [66dad0bd] + AliasTables v1.1.3 [9a962f9c] + DataAPI v1.16.0 [864edb3b] + DataStructures v0.19.1 [31c24e10] + Distributions v0.25.120 [ffbed154] + DocStringExtensions v0.9.5 [8f5d6c58] + EzXML v1.2.2 [5789e2e9] + FileIO v1.17.0 [1a297f60] + FillArrays v1.13.0 [a461e10c] + Gaugefields v0.5.17 [076d061b] + HashArrayMappedTries v0.2.0 [34004b35] + HypergeometricFunctions v0.3.28 [92d709cd] + IrrationalConstants v0.2.4 ⌅ [033835bb] + JLD2 v0.5.15 [692b3bcd] + JLLWrappers v1.7.1 [b964fa9f] + LaTeXStrings v1.4.0 [019239df] + LatticeDiracOperators v0.4.14 [2ab3a3ac] + LogExpFunctions v0.3.29 [1914dd2f] + MacroTools v0.5.16 [e1d29d7a] + Missings v1.2.0 [15e1cf62] + NPZ v0.4.3 [bac558e1] + OrderedCollections v1.8.1 [90014a1f] + PDMats v0.11.35 [f9710d63] + PreallocatedArrays v0.0.1 [aea7be01] + PrecompileTools v1.3.2 [21216c6a] + Preferences v1.5.0 [43287f4e] + PtrArrays v1.3.0 [1fd47b50] + QuadGK v2.11.2 [189a3867] + Reexport v1.2.2 [ae029012] + Requires v1.3.1 [79098fc4] + Rmath v0.8.0 [7e506255] + ScopedValues v1.5.0 [a2af1166] + SortingAlgorithms v1.2.2 [276daf66] + SpecialFunctions v2.5.1 [860ef19b] + StableRNGs v1.0.3 [10745b16] + Statistics v1.11.1 [82ae8749] + StatsAPI v1.7.1 [2913bbd2] + StatsBase v0.34.6 [4c63d2b9] + StatsFuns v1.5.0 [3bb67fe8] + TranscodingStreams v0.11.3 [f3c8d4fe] + Wilsonloop v0.1.5 [a5390f91] + ZipFile v0.10.1 [acb6dc63] + AlgRemez_jll v0.1.1+0 [3c6ae550] + CLIME_jll v1.3.2+0 [94ce4f54] + Libiconv_jll v1.18.0+0 [efe28fd5] + OpenSpecFun_jll v0.5.6+0 [f50d1b31] + Rmath_jll v0.5.1+0 [02c8fc9c] + XML2_jll v2.14.4+0 [0dad84c5] + ArgTools v1.1.2 [56f22d72] + Artifacts v1.11.0 [2a0f44e3] + Base64 v1.11.0 [ade2ca70] + Dates v1.11.0 [f43a241f] + Downloads v1.7.0 [7b1f6079] + FileWatching v1.11.0 [b77e0a4c] + InteractiveUtils v1.11.0 [ac6e5ff7] + JuliaSyntaxHighlighting v1.12.0 [b27032c2] + LibCURL v0.6.4 [76f85450] + LibGit2 v1.11.0 [8f399da3] + Libdl v1.11.0 [37e2e46d] + LinearAlgebra v1.13.0 [56ddb016] + Logging v1.11.0 [d6f4376e] + Markdown v1.11.0 [a63ad114] + Mmap v1.11.0 [ca575930] + NetworkOptions v1.3.0 [44cfe95a] + Pkg v1.13.0 [de0858da] + Printf v1.11.0 [9a3f8284] + Random v1.11.0 [ea8e919c] + SHA v0.7.0 [9e88b42a] + Serialization v1.11.0 [2f01184e] + SparseArrays v1.13.0 [f489334b] + StyledStrings v1.11.0 [4607b0f0] + SuiteSparse [fa267f1f] + TOML v1.0.3 [a4e569a6] + Tar v1.10.0 [cf7118a7] + UUIDs v1.11.0 [4ec0a83e] + Unicode v1.11.0 [e66e0078] + CompilerSupportLibraries_jll v1.3.0+1 [781609d7] + GMP_jll v6.3.0+2 [deac9b47] + LibCURL_jll v8.15.0+1 [e37daf67] + LibGit2_jll v1.9.1+0 [29816b5a] + LibSSH2_jll v1.11.3+1 [3a97d323] + MPFR_jll v4.2.2+0 [14a3606d] + MozillaCACerts_jll v2025.8.12 [4536629a] + OpenBLAS_jll v0.3.29+0 [05823500] + OpenLibm_jll v0.8.7+0 [458c3c95] + OpenSSL_jll v3.5.2+0 [efcefdf7] + PCRE2_jll v10.45.0+0 [bea87d4a] + SuiteSparse_jll v7.10.1+0 [83775a58] + Zlib_jll v1.3.1+2 [3161d3a3] + Zstd_jll v1.5.7+1 [8e850b90] + libblastrampoline_jll v5.13.1+0 [8e850ede] + nghttp2_jll v1.66.0+0 [3f19e933] + p7zip_jll v17.6.0+0 Info Packages marked with ⌅ have new versions available but compatibility constraints restrict them from upgrading. To see why use `status --outdated -m` Installation completed after 4.88s ################################################################################ # Precompilation # Precompiling PkgEval dependencies... Precompiling package dependencies... Precompilation completed after 57.05s ################################################################################ # Testing # Testing LatticeDiracOperators Status `/tmp/jl_o9eyaB/Project.toml` [a461e10c] Gaugefields v0.5.17 ⌅ [033835bb] JLD2 v0.5.15 [019239df] LatticeDiracOperators v0.4.14 [ae029012] Requires v1.3.1 [f3c8d4fe] Wilsonloop v0.1.5 [acb6dc63] AlgRemez_jll v0.1.1+0 [b77e0a4c] InteractiveUtils v1.11.0 [37e2e46d] LinearAlgebra v1.13.0 [9a3f8284] Random v1.11.0 [2f01184e] SparseArrays v1.13.0 [8dfed614] Test v1.11.0 Status `/tmp/jl_o9eyaB/Manifest.toml` [66dad0bd] AliasTables v1.1.3 [9a962f9c] DataAPI v1.16.0 [864edb3b] DataStructures v0.19.1 [31c24e10] Distributions v0.25.120 [ffbed154] DocStringExtensions v0.9.5 [8f5d6c58] EzXML v1.2.2 [5789e2e9] FileIO v1.17.0 [1a297f60] FillArrays v1.13.0 [a461e10c] Gaugefields v0.5.17 [076d061b] HashArrayMappedTries v0.2.0 [34004b35] HypergeometricFunctions v0.3.28 [92d709cd] IrrationalConstants v0.2.4 ⌅ [033835bb] JLD2 v0.5.15 [692b3bcd] JLLWrappers v1.7.1 [b964fa9f] LaTeXStrings v1.4.0 [019239df] LatticeDiracOperators v0.4.14 [2ab3a3ac] LogExpFunctions v0.3.29 [1914dd2f] MacroTools v0.5.16 [e1d29d7a] Missings v1.2.0 [15e1cf62] NPZ v0.4.3 [bac558e1] OrderedCollections v1.8.1 [90014a1f] PDMats v0.11.35 [f9710d63] PreallocatedArrays v0.0.1 [aea7be01] PrecompileTools v1.3.2 [21216c6a] Preferences v1.5.0 [43287f4e] PtrArrays v1.3.0 [1fd47b50] QuadGK v2.11.2 [189a3867] Reexport v1.2.2 [ae029012] Requires v1.3.1 [79098fc4] Rmath v0.8.0 [7e506255] ScopedValues v1.5.0 [a2af1166] SortingAlgorithms v1.2.2 [276daf66] SpecialFunctions v2.5.1 [860ef19b] StableRNGs v1.0.3 [10745b16] Statistics v1.11.1 [82ae8749] StatsAPI v1.7.1 [2913bbd2] StatsBase v0.34.6 [4c63d2b9] StatsFuns v1.5.0 [3bb67fe8] TranscodingStreams v0.11.3 [f3c8d4fe] Wilsonloop v0.1.5 [a5390f91] ZipFile v0.10.1 [acb6dc63] AlgRemez_jll v0.1.1+0 [3c6ae550] CLIME_jll v1.3.2+0 [94ce4f54] Libiconv_jll v1.18.0+0 [efe28fd5] OpenSpecFun_jll v0.5.6+0 [f50d1b31] Rmath_jll v0.5.1+0 [02c8fc9c] XML2_jll v2.14.4+0 [0dad84c5] ArgTools v1.1.2 [56f22d72] Artifacts v1.11.0 [2a0f44e3] Base64 v1.11.0 [ade2ca70] Dates v1.11.0 [f43a241f] Downloads v1.7.0 [7b1f6079] FileWatching v1.11.0 [b77e0a4c] InteractiveUtils v1.11.0 [ac6e5ff7] JuliaSyntaxHighlighting v1.12.0 [b27032c2] LibCURL v0.6.4 [76f85450] LibGit2 v1.11.0 [8f399da3] Libdl v1.11.0 [37e2e46d] LinearAlgebra v1.13.0 [56ddb016] Logging v1.11.0 [d6f4376e] Markdown v1.11.0 [a63ad114] Mmap v1.11.0 [ca575930] NetworkOptions v1.3.0 [44cfe95a] Pkg v1.13.0 [de0858da] Printf v1.11.0 [9a3f8284] Random v1.11.0 [ea8e919c] SHA v0.7.0 [9e88b42a] Serialization v1.11.0 [2f01184e] SparseArrays v1.13.0 [f489334b] StyledStrings v1.11.0 [4607b0f0] SuiteSparse [fa267f1f] TOML v1.0.3 [a4e569a6] Tar v1.10.0 [8dfed614] Test v1.11.0 [cf7118a7] UUIDs v1.11.0 [4ec0a83e] Unicode v1.11.0 [e66e0078] CompilerSupportLibraries_jll v1.3.0+1 [781609d7] GMP_jll v6.3.0+2 [deac9b47] LibCURL_jll v8.15.0+1 [e37daf67] LibGit2_jll v1.9.1+0 [29816b5a] LibSSH2_jll v1.11.3+1 [3a97d323] MPFR_jll v4.2.2+0 [14a3606d] MozillaCACerts_jll v2025.8.12 [4536629a] OpenBLAS_jll v0.3.29+0 [05823500] OpenLibm_jll v0.8.7+0 [458c3c95] OpenSSL_jll v3.5.2+0 [efcefdf7] PCRE2_jll v10.45.0+0 [bea87d4a] SuiteSparse_jll v7.10.1+0 [83775a58] Zlib_jll v1.3.1+2 [3161d3a3] Zstd_jll v1.5.7+1 [8e850b90] libblastrampoline_jll v5.13.1+0 [8e850ede] nghttp2_jll v1.66.0+0 [3f19e933] p7zip_jll v17.6.0+0 Info Packages marked with ⌅ have new versions available but compatibility constraints restrict them from upgrading. Testing Running tests... Domainwall 4D DW 12463.289011721477 scaled Shamir kernel (Mobius DW) is used 12403.399668935434 Staggered HMC NC = 1 ┌ Warning: Now, Nwing=0 is recommended. Please use NDW = 0 like Initialize_Gaugefields(NC,0,NX,NY,NZ,NT). └ @ Gaugefields.AbstractGaugefields_module ~/.julia/packages/Gaugefields/K0Ddv/src/AbstractGaugefields.jl:371 ---------------------------------------------- Structure of the actions for Gaugefields num. of terms: 1 ------------------------------- 1-st term: coefficient: 2.75 + 0.0im ------------------------- 1-st loop L"$U_{1}(n)U_{2}(n+e_{1})U^{\dagger}_{1}(n+e_{2})U^{\dagger}_{2}(n)$" 2-nd loop L"$U_{2}(n)U_{1}(n+e_{2})U^{\dagger}_{2}(n+e_{1})U^{\dagger}_{1}(n)$" ------------------------- ---------------------------------------------- Nf = 4 Sfold = 13.924161391905288 + 0.0im Sfold = 23.088294733410255 Sfnew = 22.47671333642079 Sold = -42.91556771518229, Snew = -42.95639491224101 Snew - Sold = -0.04082719705871796 7.359024 seconds (2.01 M allocations: 113.022 MiB, 0.97% gc time, 99.88% compilation time) 1 plaq_t = 0.1572271760095785 acceptance ratio 1.0 Sfold = 13.015725765230174 Sfnew = 12.558840080710006 Sold = -54.793720317283444, Snew = -54.79613980307882 Snew - Sold = -0.002419485795378762 0.006894 seconds (23.71 k allocations: 2.146 MiB) 2 plaq_t = 0.15686718086028753 acceptance ratio 1.0 Sfold = 17.371659049639455 Sfnew = 17.923723416055704 Sold = -53.133657294742356, Snew = -53.13676647017715 Snew - Sold = -0.0031091754347940537 0.006744 seconds (23.77 k allocations: 2.152 MiB) 3 plaq_t = 0.15805332786584622 acceptance ratio 1.0 Sfold = 11.281469078373012 Sfnew = 10.135769639548425 Sold = -58.97990461059447, Snew = -58.96740254297471 Snew - Sold = 0.012502067619756474 0.006744 seconds (23.82 k allocations: 2.155 MiB) 4 plaq_t = 0.16068115617261347 acceptance ratio 1.0 Sfold = 13.433624962096223 Sfnew = 16.1793725938339 Sold = -49.35511585332192, Snew = -49.36586577236133 Snew - Sold = -0.010749919039412248 0.006804 seconds (23.76 k allocations: 2.150 MiB) 5 plaq_t = 0.16056930372922495 acceptance ratio 1.0 Sfold = 19.335861715289514 Sfnew = 18.006362357453312 Sold = -44.10573003571325, Snew = -44.120055650684996 Snew - Sold = -0.014325614971745892 0.006814 seconds (23.74 k allocations: 2.149 MiB) 6 plaq_t = 0.15190984300717406 acceptance ratio 1.0 Sfold = 12.857862695547674 Sfnew = 12.24831402962927 Sold = -48.78680128689003, Snew = -48.80724326568094 Snew - Sold = -0.020441978790906035 0.006813 seconds (23.67 k allocations: 2.142 MiB) 7 plaq_t = 0.14570762820531974 acceptance ratio 1.0 Sfold = 10.645290875177997 Sfnew = 10.130479106065781 Sold = -49.76648464099169, Snew = -49.72677514246938 Snew - Sold = 0.039709498522313424 0.006798 seconds (23.74 k allocations: 2.147 MiB) 8 plaq_t = 0.15529690058791662 acceptance ratio 1.0 Sfold = 14.706700411648114 Sfnew = 15.49113980001377 Sold = -53.461680906145745, Snew = -53.44999212202187 Snew - Sold = 0.011688784123876417 0.006441 seconds (23.76 k allocations: 2.150 MiB) 9 plaq_t = 0.16064203358576823 acceptance ratio 1.0 Sfold = 17.53137806189746 Sfnew = 19.708240469005673 Sold = -51.2160744534834, Snew = -51.22185078749851 Snew - Sold = -0.005776334015109796 0.006761 seconds (23.78 k allocations: 2.152 MiB) 10 plaq_t = 0.1603848345034027 acceptance ratio 1.0 Nf = 2 Sfold = 4.910768758748079 + 0.0im Sfold = 9.135174225199071 Sfnew = 9.727820087152013 Sold = -58.59507082575005, Snew = -58.620089029882934 Snew - Sold = -0.025018204132884136 0.485214 seconds (87.16 k allocations: 5.820 MiB, 98.60% compilation time) 1 plaq_t = 0.15354275819858804 acceptance ratio 1.0 Sfold = 5.690278457661941 Sfnew = 7.276251924862194 Sold = -59.675598236631465, Snew = -59.65104840784919 Snew - Sold = 0.02454982878227696 0.006596 seconds (24.39 k allocations: 2.209 MiB) 2 plaq_t = 0.16084501002214066 acceptance ratio 1.0 Sfold = 13.4207126153672 Sfnew = 11.077410613501469 Sold = -54.48040410136219, Snew = -54.490863384113496 Snew - Sold = -0.01045928275130592 0.006560 seconds (24.36 k allocations: 2.206 MiB) 3 plaq_t = 0.150758421356236 acceptance ratio 1.0 Sfold = 8.132696698874765 Sfnew = 7.780621743101636 Sold = -58.59384631766751, Snew = -58.6186034190069 Snew - Sold = -0.024757101339389465 0.006632 seconds (24.37 k allocations: 2.208 MiB) 4 plaq_t = 0.14245702596670912 acceptance ratio 1.0 Sfold = 8.830427833037133 Sfnew = 6.599633310307674 Sold = -50.79513465186865, Snew = -50.78020568563756 Snew - Sold = 0.014928966231089191 0.006532 seconds (24.37 k allocations: 2.207 MiB) 5 plaq_t = 0.14190739096407726 acceptance ratio 1.0 Sfold = 7.106194372767197 Sfnew = 8.0258920804698 Sold = -53.20396039488009, Snew = -53.177186984903294 Snew - Sold = 0.02677340997679778 0.006542 seconds (24.38 k allocations: 2.208 MiB) 6 plaq_t = 0.15120717793970495 acceptance ratio 1.0 Sfold = 8.31880818809357 Sfnew = 7.955140485396092 Sold = -58.25224596871233, Snew = -58.23787844797531 Snew - Sold = 0.01436752073701797 0.006685 seconds (24.40 k allocations: 2.210 MiB) 7 plaq_t = 0.15126307318273916 acceptance ratio 1.0 Sfold = 12.71553444081616 Sfnew = 14.909757033824588 Sold = -50.389222114836684, Snew = -50.40243306046064 Snew - Sold = -0.013210945623953307 0.006676 seconds (24.37 k allocations: 2.207 MiB) 8 plaq_t = 0.14968103448406883 acceptance ratio 1.0 Sfold = 7.2160384714695125 Sfnew = 4.238703064511568 Sold = -55.36896268939318, Snew = -55.34940770045743 Snew - Sold = 0.01955498893575225 0.006699 seconds (24.41 k allocations: 2.211 MiB) 9 plaq_t = 0.15367902312967535 acceptance ratio 1.0 Sfold = 6.054735203816576 Sfnew = 5.588524078153906 Sold = -54.79183250471865, Snew = -54.78831269832338 Snew - Sold = 0.0035198063952677217 0.006847 seconds (24.40 k allocations: 2.210 MiB) 10 plaq_t = 0.15416344280434224 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 = 10.43743120214409 + 0.0im Sfold = 14.048600759766884 Sfnew = 13.740918255746516 Sold = -54.18358953302122, Snew = -54.18865748196786 Snew - Sold = -0.005067948946638978 1.956986 seconds (332.89 k allocations: 21.065 MiB, 3.37% gc time, 99.10% compilation time) 1 plaq_t = 0.15258543232382735 acceptance ratio 1.0 Sfold = 11.757709038883188 Sfnew = 11.608846527932535 Sold = -44.06544696729435, Snew = -44.07946425660955 Snew - Sold = -0.014017289315198411 0.016886 seconds (45.77 k allocations: 4.689 MiB) 2 plaq_t = 0.1482375572019599 acceptance ratio 1.0 Sfold = 21.259174714094595 Sfnew = 21.404180840840674 Sold = -38.487752733920345, Snew = -38.471279259517225 Snew - Sold = 0.016473474403120747 0.017608 seconds (45.73 k allocations: 4.685 MiB) 3 plaq_t = 0.15095735555773138 acceptance ratio 1.0 Sfold = 11.905197949616735 Sfnew = 11.9460359441935 Sold = -47.27539968452635, Snew = -47.27999794287501 Snew - Sold = -0.0045982583486647854 0.017058 seconds (45.73 k allocations: 4.686 MiB) 4 plaq_t = 0.1513564291465748 acceptance ratio 1.0 Sfold = 11.867557012773084 Sfnew = 13.329524817026778 Sold = -44.780414021855954, Snew = -44.79098805081412 Snew - Sold = -0.010574028958167503 0.016864 seconds (45.68 k allocations: 4.682 MiB) 5 plaq_t = 0.15027438963360917 acceptance ratio 1.0 Sfold = 15.811510092935865 Sfnew = 15.889192923360438 Sold = -49.26666419718734, Snew = -49.25985156388475 Snew - Sold = 0.006812633302587301 0.016414 seconds (45.67 k allocations: 4.681 MiB) 6 plaq_t = 0.15292249125852475 acceptance ratio 1.0 Sfold = 17.80633391845606 Sfnew = 18.161979642962525 Sold = -46.65094903755349, Snew = -46.65703870466727 Snew - Sold = -0.006089667113784003 0.016417 seconds (45.66 k allocations: 4.681 MiB) 7 plaq_t = 0.15170580747501758 acceptance ratio 1.0 Sfold = 14.175551414641289 Sfnew = 13.977127110411882 Sold = -50.049792103783446, Snew = -50.02763510375135 Snew - Sold = 0.022157000032095198 0.016235 seconds (45.66 k allocations: 4.681 MiB) 8 plaq_t = 0.15945205594485534 acceptance ratio 1.0 Sfold = 19.640148515630646 Sfnew = 18.478909230921275 Sold = -53.956952624677285, Snew = -53.9513636593922 Snew - Sold = 0.0055889652850851235 0.016528 seconds (45.71 k allocations: 4.686 MiB) 9 plaq_t = 0.15919356120807662 acceptance ratio 1.0 Sfold = 16.440662872178777 Sfnew = 15.296142627479968 Sold = -55.97611501675439, Snew = -55.98108781355994 Snew - Sold = -0.004972796805546409 0.017355 seconds (45.80 k allocations: 4.692 MiB) 10 plaq_t = 0.15720425981153652 acceptance ratio 1.0 ┌ Warning: Now, Nwing=0 is recommended. Please use NDW = 0 like Initialize_Gaugefields(NC,0,NX,NY,NZ,NT). └ @ Gaugefields.AbstractGaugefields_module ~/.julia/packages/Gaugefields/K0Ddv/src/AbstractGaugefields.jl:371 ---------------------------------------------- Structure of the actions for Gaugefields num. of terms: 1 ------------------------------- 1-st term: coefficient: 2.75 + 0.0im ------------------------- 1-st loop L"$U_{1}(n)U_{2}(n+e_{1})U^{\dagger}_{1}(n+e_{2})U^{\dagger}_{2}(n)$" 2-nd loop L"$U_{2}(n)U_{1}(n+e_{2})U^{\dagger}_{2}(n+e_{1})U^{\dagger}_{1}(n)$" ------------------------- ---------------------------------------------- Nf = 4 Sfold = 27.755028079766312 + 0.0im Sfold = 27.919834723935598 Sfnew = 22.985280442792916 Sold = -17.69295011101347, Snew = -17.702378573196565 Snew - Sold = -0.009428462183095121 10.236200 seconds (2.48 M allocations: 139.745 MiB, 0.34% gc time, 99.87% compilation time) 1 plaq_t = 0.1394178277711131 acceptance ratio 1.0 Sfold = 31.488707391913103 Sfnew = 28.54093569355481 Sold = -1.8368558776678796, Snew = -1.8285778732560267 Snew - Sold = 0.00827800441185289 0.011648 seconds (23.74 k allocations: 2.148 MiB) 2 plaq_t = 0.13965187897962486 acceptance ratio 1.0 Sfold = 24.048150463314485 Sfnew = 23.48435750216097 Sold = -3.674848064678045, Snew = -3.673791258412596 Snew - Sold = 0.0010568062654492394 0.011561 seconds (23.76 k allocations: 2.150 MiB) 3 plaq_t = 0.1441393546464697 acceptance ratio 1.0 Sfold = 43.95253937170778 Sfnew = 37.873112561432016 Sold = 4.896975358209879, Snew = 4.895576381027688 Snew - Sold = -0.0013989771821911745 0.011471 seconds (23.68 k allocations: 2.144 MiB) 4 plaq_t = 0.12655337539505207 acceptance ratio 1.0 Sfold = 22.777358555008465 Sfnew = 26.721991201475564 Sold = 0.7604160916682083, Snew = 0.7553920374506582 Snew - Sold = -0.005024054217550145 0.011550 seconds (23.74 k allocations: 2.148 MiB) 5 plaq_t = 0.13651691271598185 acceptance ratio 1.0 Sfold = 23.676409817810676 Sfnew = 28.930449922931693 Sold = 0.9600199473158604, Snew = 0.9521057220633722 Snew - Sold = -0.007914225252488194 0.011559 seconds (23.68 k allocations: 2.143 MiB) 6 plaq_t = 0.13804828012840492 acceptance ratio 1.0 Sfold = 22.58457131426095 Sfnew = 24.89756532461043 Sold = -6.1003682863318005, Snew = -6.1047405044692304 Snew - Sold = -0.00437221813742994 0.011801 seconds (23.72 k allocations: 2.147 MiB) 7 plaq_t = 0.13647678773825256 acceptance ratio 1.0 Sfold = 30.363287497713657 Sfnew = 35.463370827254614 Sold = 4.202957887025086, Snew = 4.195905735818776 Snew - Sold = -0.0070521512063095315 0.011745 seconds (23.67 k allocations: 2.143 MiB) 8 plaq_t = 0.13619222124840208 acceptance ratio 1.0 Sfold = 25.638340226745022 Sfnew = 28.46484947780669 Sold = 16.354376114703413, Snew = 16.35056493342704 Snew - Sold = -0.0038111812763723663 0.011714 seconds (23.69 k allocations: 2.144 MiB) 9 plaq_t = 0.1362532115141839 acceptance ratio 1.0 Sfold = 31.960086301993954 Sfnew = 33.187726081699616 Sold = 15.722708225967295, Snew = 15.716312691484951 Snew - Sold = -0.00639553448234409 0.012159 seconds (23.70 k allocations: 2.145 MiB) 10 plaq_t = 0.13337877199144244 acceptance ratio 1.0 Nf = 2 Sfold = 18.27387485830525 + 0.0im Sfold = 15.081932963924471 Sfnew = 17.364356659785706 Sold = -4.870064341586785, Snew = -4.865118105009429 Snew - Sold = 0.0049462365773553785 0.498159 seconds (87.06 k allocations: 5.813 MiB, 97.58% compilation time) 1 plaq_t = 0.14275747112504367 acceptance ratio 1.0 Sfold = 10.78027789176575 Sfnew = 11.787766782660006 Sold = -22.414895959198248, Snew = -22.419009612459753 Snew - Sold = -0.00411365326150559 0.011782 seconds (24.40 k allocations: 2.210 MiB) 2 plaq_t = 0.13011865302904788 acceptance ratio 1.0 Sfold = 18.360671392996284 Sfnew = 15.067645123044896 Sold = -2.772629607816878, Snew = -2.7727917382019402 Snew - Sold = -0.00016213038506229793 0.011691 seconds (24.35 k allocations: 2.207 MiB) 3 plaq_t = 0.12583212038585723 acceptance ratio 1.0 Sfold = 22.24263869842131 Sfnew = 23.73152433817732 Sold = 13.084047618753935, Snew = 13.075029727744802 Snew - Sold = -0.009017891009133194 0.011753 seconds (24.32 k allocations: 2.204 MiB) 4 plaq_t = 0.12050118351305183 acceptance ratio 1.0 Sfold = 13.80704950639955 Sfnew = 17.3905027334064 Sold = -3.96572789967491, Snew = -3.965246136941218 Snew - Sold = 0.00048176273369193723 0.011719 seconds (24.36 k allocations: 2.207 MiB) 5 plaq_t = 0.131117291323113 acceptance ratio 1.0 Sfold = 12.867386515269326 Sfnew = 9.94631809734521 Sold = -16.955269471377555, Snew = -16.95927011844075 Snew - Sold = -0.004000647063193696 0.011696 seconds (24.39 k allocations: 2.210 MiB) 6 plaq_t = 0.12234138195528696 acceptance ratio 1.0 Sfold = 15.474410701682839 Sfnew = 22.288267283417976 Sold = 8.106604635547544, Snew = 8.104527480008112 Snew - Sold = -0.0020771555394318852 0.011704 seconds (24.35 k allocations: 2.207 MiB) 7 plaq_t = 0.13144054351015577 acceptance ratio 1.0 Sfold = 16.86752023095802 Sfnew = 17.32021600608164 Sold = -2.346193073113497, Snew = -2.3540565109426375 Snew - Sold = -0.007863437829140452 0.011780 seconds (24.38 k allocations: 2.208 MiB) 8 plaq_t = 0.11316432797520716 acceptance ratio 1.0 Sfold = 13.515331066055339 Sfnew = 17.14289218138466 Sold = 10.557686664359096, Snew = 10.55484263991081 Snew - Sold = -0.002844024448286575 0.011924 seconds (24.35 k allocations: 2.207 MiB) 9 plaq_t = 0.12363333143042321 acceptance ratio 1.0 Sfold = 20.876603057712344 Sfnew = 25.269690877370287 Sold = 2.5382976050942148, Snew = 2.5391765974288845 Snew - Sold = 0.0008789923346697037 0.011776 seconds (24.37 k allocations: 2.208 MiB) 10 plaq_t = 0.13030881104225106 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 = 31.56023153996713 + 0.0im Sfold = 36.5720437790928 Sfnew = 37.15693507505907 Sold = 9.054535621581316, Snew = 9.05325966620238 Snew - Sold = -0.001275955378936544 1.700204 seconds (281.87 k allocations: 18.770 MiB, 98.16% compilation time) 1 plaq_t = 0.13116907485903012 acceptance ratio 1.0 Sfold = 39.867728186837795 Sfnew = 39.14736595147585 Sold = 11.568984807149434, Snew = 11.570115919208618 Snew - Sold = 0.0011311120591841473 0.053390 seconds (45.69 k allocations: 5.153 MiB, 39.66% gc time) 2 plaq_t = 0.13118423353522635 acceptance ratio 1.0 Sfold = 25.911006834744736 Sfnew = 25.91840900760396 Sold = 0.1661197831166099, Snew = 0.1642065212921544 Snew - Sold = -0.0019132618244555033 0.031518 seconds (45.67 k allocations: 5.151 MiB) 3 plaq_t = 0.12355152489255951 acceptance ratio 1.0 Sfold = 31.203565296882854 Sfnew = 34.20375253647193 Sold = 3.6985629589063045, Snew = 3.69645632662062 Snew - Sold = -0.0021066322856846398 0.031200 seconds (45.69 k allocations: 5.153 MiB) 4 plaq_t = 0.12110871613147657 acceptance ratio 1.0 Sfold = 24.000575866898888 Sfnew = 22.14729113348439 Sold = 9.735074649192018, Snew = 9.734619220720507 Snew - Sold = -0.00045542847151125443 0.031374 seconds (45.70 k allocations: 5.154 MiB) 5 plaq_t = 0.12308934861953343 acceptance ratio 1.0 Sfold = 24.378357412034823 Sfnew = 24.719156095525676 Sold = 4.11174900267558, Snew = 4.116010419322635 Snew - Sold = 0.004261416647054261 0.030648 seconds (45.74 k allocations: 5.157 MiB) 6 plaq_t = 0.13327601378015513 acceptance ratio 1.0 Sfold = 31.92158546357264 Sfnew = 30.609290057779337 Sold = -3.9822519764263404, Snew = -3.9866100017566133 Snew - Sold = -0.004358025330272852 0.030806 seconds (45.77 k allocations: 5.159 MiB) 7 plaq_t = 0.12538486653736697 acceptance ratio 1.0 Sfold = 34.52421230250239 Sfnew = 34.80325658270177 Sold = 16.177486082773, Snew = 16.17441943590434 Snew - Sold = -0.0030666468686604276 0.031037 seconds (45.75 k allocations: 5.158 MiB) 8 plaq_t = 0.11671483967661475 acceptance ratio 1.0 Sfold = 42.64770467412985 Sfnew = 43.28578831052776 Sold = 41.347283162401986, Snew = 41.34480737171245 Snew - Sold = -0.002475790689537405 0.030800 seconds (45.73 k allocations: 5.156 MiB) 9 plaq_t = 0.11729678754816877 acceptance ratio 1.0 Sfold = 37.93851880856129 Sfnew = 38.768128169323745 Sold = 28.822221257456448, Snew = 28.81928426765038 Snew - Sold = -0.0029369898060664923 0.030822 seconds (45.70 k allocations: 5.153 MiB) 10 plaq_t = 0.11515715837784109 acceptance ratio 1.0 ┌ Warning: Now, Nwing=0 is recommended. Please use NDW = 0 like Initialize_Gaugefields(NC,0,NX,NY,NZ,NT). └ @ Gaugefields.AbstractGaugefields_module ~/.julia/packages/Gaugefields/K0Ddv/src/AbstractGaugefields.jl:371 ---------------------------------------------- Structure of the actions for Gaugefields num. of terms: 1 ------------------------------- 1-st term: coefficient: 2.75 + 0.0im ------------------------- 1-st loop L"$U_{1}(n)U_{2}(n+e_{1})U^{\dagger}_{1}(n+e_{2})U^{\dagger}_{2}(n)$" 2-nd loop L"$U_{2}(n)U_{1}(n+e_{2})U^{\dagger}_{2}(n+e_{1})U^{\dagger}_{1}(n)$" ------------------------- ---------------------------------------------- Nf = 4 Sfold = 39.52538352443 + 0.0im Sfold = 44.53250462181729 Sfnew = 38.55793795278168 Sold = 73.15963594389802, Snew = 73.11775833190873 Snew - Sold = -0.04187761198929252 17.887469 seconds (4.37 M allocations: 241.697 MiB, 0.56% gc time, 99.80% compilation time) 1 plaq_t = 0.10153613693154764 acceptance ratio 1.0 Sfold = 50.35909749841283 Sfnew = 49.05728960879206 Sold = 125.45275600607692, Snew = 125.44792465914524 Snew - Sold = -0.004831346931680969 0.037383 seconds (57.03 k allocations: 5.136 MiB) 2 plaq_t = 0.07410329070273396 acceptance ratio 1.0 Sfold = 55.871936859725764 Sfnew = 56.91661174153309 Sold = 142.95437796160013, Snew = 142.96556702234358 Snew - Sold = 0.011189060743447499 0.036537 seconds (56.90 k allocations: 5.125 MiB) 3 plaq_t = 0.08057284679261002 acceptance ratio 1.0 Sfold = 43.89286455249125 Sfnew = 42.35208688041559 Sold = 129.7046474749818, Snew = 129.70828413685638 Snew - Sold = 0.003636661874566016 0.037332 seconds (56.88 k allocations: 5.122 MiB) 4 plaq_t = 0.0711048787633983 acceptance ratio 1.0 Sfold = 44.81582218879525 Sfnew = 45.221049302796125 Sold = 136.6618126474112, Snew = 136.682127710344 Snew - Sold = 0.020315062932780847 0.036437 seconds (57.05 k allocations: 5.137 MiB) 5 plaq_t = 0.07248942781852462 acceptance ratio 1.0 Sfold = 41.168603411389846 Sfnew = 46.72866009345186 Sold = 126.76702816089178, Snew = 126.74023913049547 Snew - Sold = -0.02678903039631564 0.036920 seconds (57.01 k allocations: 5.135 MiB) 6 plaq_t = 0.08263700432707168 acceptance ratio 1.0 Sfold = 38.39876405217114 Sfnew = 45.24325705879022 Sold = 118.34790297569936, Snew = 118.3076962114599 Snew - Sold = -0.040206764239457016 0.036508 seconds (57.05 k allocations: 5.138 MiB) 7 plaq_t = 0.07742756998501638 acceptance ratio 1.0 Sfold = 42.768260870459514 Sfnew = 45.067546656163685 Sold = 133.2468921051016, Snew = 133.26596084442804 Snew - Sold = 0.019068739326428386 0.035902 seconds (57.03 k allocations: 5.136 MiB) 8 plaq_t = 0.08229136025393487 acceptance ratio 1.0 Sfold = 49.09516104248988 Sfnew = 49.64260874294992 Sold = 150.38243155196434, Snew = 150.36715059494708 Snew - Sold = -0.015280957017267838 0.036508 seconds (57.05 k allocations: 5.138 MiB) 9 plaq_t = 0.08101967811120604 acceptance ratio 1.0 Sfold = 39.54756883426618 Sfnew = 36.06559026515585 Sold = 151.768546185588, Snew = 151.77700403371182 Snew - Sold = 0.008457848123811118 0.036118 seconds (56.98 k allocations: 5.131 MiB) 10 plaq_t = 0.08557580098841847 acceptance ratio 1.0 Nf = 2 Sfold = 19.92492939636872 + 0.0im Sfold = 12.210499240108966 Sfnew = 14.683830110328547 Sold = 107.76921642178587, Snew = 107.7648692938656 Snew - Sold = -0.004347127920269145 0.595948 seconds (121.62 k allocations: 8.918 MiB, 3.28% gc time, 90.49% compilation time) 1 plaq_t = 0.07137139035600094 acceptance ratio 1.0 Sfold = 32.41171660117405 Sfnew = 25.16489354541561 Sold = 107.009341335156, Snew = 107.04537024340173 Snew - Sold = 0.0360289082457399 0.037826 seconds (58.78 k allocations: 5.302 MiB) 2 plaq_t = 0.08086872520250823 acceptance ratio 1.0 Sfold = 27.092616782368278 Sfnew = 21.556428862975913 Sold = 122.27714775333692, Snew = 122.24860592363152 Snew - Sold = -0.028541829705403643 0.037471 seconds (59.18 k allocations: 5.338 MiB) 3 plaq_t = 0.06525811396622569 acceptance ratio 1.0 Sfold = 17.82716519456286 Sfnew = 14.294802795483097 Sold = 110.75519069276248, Snew = 110.78854968125032 Snew - Sold = 0.033358988487833585 0.038181 seconds (59.28 k allocations: 5.347 MiB) 4 plaq_t = 0.06644972202733268 acceptance ratio 1.0 Sfold = 21.402212190820254 Sfnew = 24.630367514756625 Sold = 102.13174793911976, Snew = 102.12951771546795 Snew - Sold = -0.0022302236518072505 0.037612 seconds (59.00 k allocations: 5.321 MiB) 5 plaq_t = 0.06785227239833776 acceptance ratio 1.0 Sfold = 24.517541480177965 Sfnew = 20.715455528006725 Sold = 98.92560616069343, Snew = 98.95702015460274 Snew - Sold = 0.03141399390931099 0.037324 seconds (58.77 k allocations: 5.299 MiB) 6 plaq_t = 0.09014775129007345 acceptance ratio 1.0 Sfold = 23.674022671931358 Sfnew = 24.312184539669772 Sold = 87.61931351990228, Snew = 87.56568397814084 Snew - Sold = -0.053629541761438304 0.037910 seconds (58.80 k allocations: 5.302 MiB) 7 plaq_t = 0.08659264612222099 acceptance ratio 1.0 Sfold = 30.385355770717748 Sfnew = 26.592760837671 Sold = 118.68689063297168, Snew = 118.76700771507362 Snew - Sold = 0.08011708210193547 0.037707 seconds (58.67 k allocations: 5.291 MiB) 8 plaq_t = 0.083522444602659 acceptance ratio 1.0 Sfold = 23.23943254913535 Sfnew = 21.67244611116118 Sold = 88.83198307359953, Snew = 88.85789155427392 Snew - Sold = 0.025908480674388557 0.037920 seconds (58.85 k allocations: 5.307 MiB) 9 plaq_t = 0.08939873449278536 acceptance ratio 1.0 Sfold = 13.42434693805597 Sfnew = 14.402817525781549 Sold = 101.46856906727419, Snew = 101.46486207716045 Snew - Sold = -0.0037069901137414263 0.037947 seconds (58.77 k allocations: 5.299 MiB) 10 plaq_t = 0.07823360551598309 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 = 37.33630150339528 + 0.0im Sfold = 57.3687132134339 Sfnew = 61.45673656143781 Sold = 145.8889936909282, Snew = 145.8833035024296 Snew - Sold = -0.005690188498590487 1.816223 seconds (321.98 k allocations: 22.802 MiB, 95.91% compilation time) 1 plaq_t = 0.06793353782829151 acceptance ratio 1.0 Sfold = 55.142045563840504 Sfnew = 51.448318032457244 Sold = 139.24294470491995, Snew = 139.25030691960185 Snew - Sold = 0.0073622146819047884 0.076489 seconds (85.00 k allocations: 9.082 MiB) 2 plaq_t = 0.0772565731548412 acceptance ratio 1.0 Sfold = 57.27788159599811 Sfnew = 56.65026288904874 Sold = 142.99069106009554, Snew = 142.99220080064708 Snew - Sold = 0.0015097405515405171 0.082478 seconds (85.83 k allocations: 9.154 MiB) 3 plaq_t = 0.06549594863629801 acceptance ratio 1.0 Sfold = 57.685990140486616 Sfnew = 59.370468629774216 Sold = 128.98381539075444, Snew = 128.98844395899505 Snew - Sold = 0.004628568240605091 0.080847 seconds (85.69 k allocations: 9.141 MiB) 4 plaq_t = 0.0850104139536834 acceptance ratio 1.0 Sfold = 50.35096061328547 Sfnew = 47.64288015964764 Sold = 136.86404046382577, Snew = 136.86060300730426 Snew - Sold = -0.003437456521510285 0.080313 seconds (84.81 k allocations: 9.064 MiB) 5 plaq_t = 0.06655227983706248 acceptance ratio 1.0 Sfold = 46.555027710618454 Sfnew = 44.41752850890363 Sold = 142.18631983323328, Snew = 142.18842336864964 Snew - Sold = 0.0021035354163529973 0.099545 seconds (86.73 k allocations: 9.236 MiB, 16.67% gc time) 6 plaq_t = 0.06859655782708936 acceptance ratio 1.0 Sfold = 49.29328096053995 Sfnew = 46.413122447675335 Sold = 152.17668337567918, Snew = 152.17764461051283 Snew - Sold = 0.0009612348336531795 0.081815 seconds (86.49 k allocations: 9.212 MiB) 7 plaq_t = 0.07068704077282498 acceptance ratio 1.0 Sfold = 43.20659087677279 Sfnew = 43.719345285183906 Sold = 135.52707796526704, Snew = 135.51744195525532 Snew - Sold = -0.009636010011718099 0.081874 seconds (86.63 k allocations: 9.225 MiB) 8 plaq_t = 0.0613725368543522 acceptance ratio 1.0 Sfold = 53.39864643262403 Sfnew = 56.251568130636755 Sold = 178.20487734474776, Snew = 178.1989178723487 Snew - Sold = -0.0059594723990699094 0.081276 seconds (86.60 k allocations: 9.222 MiB) 9 plaq_t = 0.054126213452617596 acceptance ratio 1.0 Sfold = 47.3685896240445 Sfnew = 53.3049807638251 Sold = 162.8259543307912, Snew = 162.82548368020701 Snew - Sold = -0.00047065058419093475 0.078665 seconds (85.96 k allocations: 9.167 MiB) 10 plaq_t = 0.06737283645027967 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 = 746.9182555153145 + 0.0im Sfold = 784.8695936573628 Sfnew = 533.5142797818816 Sold = -3569.342773338231, Snew = -3571.5832029874255 Snew - Sold = -2.240429649194539 29.576875 seconds (4.77 M allocations: 267.968 MiB, 1.50% gc time, 85.74% compilation time) 1 plaq_t = 0.80284285252111 acceptance ratio 1.0 Sfold = 728.6498840029302 Sfnew = 629.6272726746738 Sold = -2062.8139231865357, Snew = -2063.7680780289465 Snew - Sold = -0.9541548424108441 5.555538 seconds (340.81 k allocations: 33.512 MiB) 2 plaq_t = 0.7119369992002085 acceptance ratio 1.0 Sfold = 758.800633275036 Sfnew = 698.4516849167996 Sold = -1160.790686144091, Snew = -1161.2734955608414 Snew - Sold = -0.4828094167503423 6.522462 seconds (401.60 k allocations: 39.443 MiB, 0.70% gc time) 3 plaq_t = 0.6605375201809127 acceptance ratio 1.0 Sfold = 755.0098262485163 Sfnew = 772.192556585676 Sold = -678.0890564428126, Snew = -678.5118525458114 Snew - Sold = -0.4227961029987455 6.883394 seconds (425.40 k allocations: 41.763 MiB) 4 plaq_t = 0.6315147441262149 acceptance ratio 1.0 Sfold = 787.2924427433483 Sfnew = 770.5610770056425 Sold = -437.8670628586841, Snew = -437.92286918878506 Snew - Sold = -0.05580633010094971 6.878643 seconds (427.41 k allocations: 41.962 MiB, 0.09% gc time) 5 plaq_t = 0.6100519588606573 acceptance ratio 1.0 Sfold = 733.2592840558167 Sfnew = 719.8419681222172 Sold = -139.70212860930553, Snew = -139.65117611226424 Snew - Sold = 0.05095249704129401 7.317438 seconds (454.52 k allocations: 44.612 MiB, 0.06% gc time) 6 plaq_t = 0.5874055435826925 acceptance ratio 1.0 Sfold = 761.6309522811222 Sfnew = 780.7830058545157 Sold = -113.43191797322777, Snew = -113.33758349915138 Snew - Sold = 0.0943344740763905 7.672835 seconds (479.90 k allocations: 47.087 MiB, 0.05% gc time) 7 plaq_t = 0.596306633488983 acceptance ratio 1.0 Sfold = 777.9063212761603 Sfnew = 779.5017103761699 Sold = -202.34890829471942, Snew = -202.40805575278716 Snew - Sold = -0.059147458067741354 5.297870 seconds (461.32 k allocations: 45.270 MiB, 0.13% gc time) 8 plaq_t = 0.5906678338551868 acceptance ratio 1.0 Sfold = 812.4483535004082 Sfnew = 815.2402699504137 Sold = -73.93830517728941, Snew = -73.87915551288097 Snew - Sold = 0.059149664408437275 4.382059 seconds (443.44 k allocations: 43.525 MiB, 0.07% gc time) 9 plaq_t = 0.5876690314277818 acceptance ratio 1.0 Sfold = 801.6216566291295 Sfnew = 800.420654873502 Sold = -79.51832118691539, Snew = -79.52275428022938 Snew - Sold = -0.004433093313991776 6.116601 seconds (418.84 k allocations: 41.121 MiB, 0.11% gc time) 10 plaq_t = 0.599382963010508 acceptance ratio 1.0 Nf = 4 Sfold = 381.11940664032375 + 0.0im Sfold = 383.17891805427996 Sfnew = 386.7298221184222 Sold = -564.7575256712418, Snew = -564.7852905478996 Snew - Sold = -0.02776487665789773 7.031650 seconds (485.65 k allocations: 44.907 MiB, 0.16% gc time, 8.22% compilation time) 1 plaq_t = 0.5819461106460407 acceptance ratio 1.0 Sfold = 398.27991845949543 Sfnew = 385.83803284945344 Sold = -309.2732306414424, Snew = -309.3463652084817 Snew - Sold = -0.07313456703928978 6.991474 seconds (459.21 k allocations: 45.118 MiB, 0.21% gc time) 2 plaq_t = 0.5610732728100909 acceptance ratio 1.0 Sfold = 397.9921097951886 Sfnew = 394.22565494746283 Sold = -193.15932817461425, Snew = -193.05732806652526 Snew - Sold = 0.10200010808898696 6.452278 seconds (467.53 k allocations: 45.935 MiB, 0.05% gc time) 3 plaq_t = 0.5610732728100909 acceptance ratio 0.6666666666666666 Sfold = 384.6294638812025 Sfnew = 378.5207871659613 Sold = -346.919712576261, Snew = -346.8018116522181 Snew - Sold = 0.11790092404294228 7.000693 seconds (464.69 k allocations: 45.651 MiB, 0.11% gc time) 4 plaq_t = 0.5694976229265915 acceptance ratio 0.75 Sfold = 387.32084668146615 Sfnew = 418.4740193841156 Sold = -373.5796571120069, Snew = -373.591194796382 Snew - Sold = -0.01153768437512781 6.824680 seconds (419.67 k allocations: 41.254 MiB, 0.06% gc time) 5 plaq_t = 0.5848812807673273 acceptance ratio 0.8 Sfold = 373.44404668231755 Sfnew = 363.03697117209305 Sold = -427.03472854226084, Snew = -427.1200661175255 Snew - Sold = -0.0853375752646457 7.132413 seconds (437.46 k allocations: 42.992 MiB, 0.11% gc time) 6 plaq_t = 0.564973260126304 acceptance ratio 0.8333333333333334 Sfold = 412.52087073953766 Sfnew = 390.88838279438426 Sold = -113.69375342531754, Snew = -113.58440395847572 Snew - Sold = 0.10934946684182023 8.054377 seconds (511.11 k allocations: 50.191 MiB, 0.10% gc time) 7 plaq_t = 0.5574859003069466 acceptance ratio 0.8571428571428571 Sfold = 380.20483891290496 Sfnew = 401.82041881249177 Sold = -282.89389692026, Snew = -282.81007182358746 Snew - Sold = 0.0838250966725127 7.846933 seconds (515.29 k allocations: 50.599 MiB, 0.05% gc time) 8 plaq_t = 0.5730353046633718 acceptance ratio 0.875 Sfold = 459.7778805667744 Sfnew = 445.708075168608 Sold = -310.23013609356263, Snew = -310.26273521765694 Snew - Sold = -0.03259912409430399 7.743937 seconds (480.42 k allocations: 47.193 MiB, 0.11% gc time) 9 plaq_t = 0.5756111477448616 acceptance ratio 0.8888888888888888 Sfold = 383.95072262281843 Sfnew = 397.7622021342689 Sold = -338.3399467015974, Snew = -338.46917586663875 Snew - Sold = -0.12922916504135173 7.864772 seconds (466.95 k allocations: 45.878 MiB, 0.09% gc time) 10 plaq_t = 0.5673330792263026 acceptance ratio 0.9 Nf = 2 ------------------------------------------------------------- RHMC mode! the coefficients for x^{1/8}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 15 α0: 2.6226563721874356 α: [-5.960771208125207e-6, -2.365926748832181e-5, -7.312974957271435e-5, -0.00021647258378734637, -0.0006342614065525487, -0.0018530026882076763, -0.005410134459579222, -0.01580639454625644, -0.04630025630383474, -0.13658135694721724, -0.4103890831099445, -1.2939417075231405, -4.636609634886856, -23.781760392176484, -426.7735702750801] β: [6.511406585080085e-5, 0.0003827736362029256, 0.001267715019499123, 0.003583090268588116, 0.009587354346137916, 0.02513865988838697, 0.06541997845298224, 0.169826364132841, 0.4409229237078518, 1.1481048390885387, 3.015181840776192, 8.102022022873221, 23.168853584928378, 79.54719981908272, 550.2916347706022] the coefficients for x^{-1/8}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 15 α0: 0.3812928032069815 α: [5.704553583093206e-5, 0.00015212625565764492, 0.000349624141431336, 0.0007978804843345692, 0.0018271691389798897, 0.004194095333537474, 0.009639799649923194, 0.022183627514153276, 0.05116785778935707, 0.11868662341141359, 0.2793062781945737, 0.6824916959670321, 1.8418776768771283, 6.536228531781246, 56.90662030012766] β: [4.652078712894077e-5, 0.0003218215104770888, 0.0011049316663925537, 0.003159705062233523, 0.00849036686736275, 0.02229761527729769, 0.05806003413186596, 0.15074220148748674, 0.39131776875161906, 1.018351818022971, 2.6701839814977193, 7.144670683970085, 20.193812967613667, 66.8802591890845, 393.15622001947446] ------------------------------------------------------------- ------------------------------------------------------------- RHMC mode! the coefficients for x^{1/4}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 10 α0: 5.7165557622098175 α: [-1.1472527436322903e-5, -8.22437195900441e-5, -0.0004911917249478209, -0.0028595740550169564, -0.01657546771377983, -0.09632764566721617, -0.5684080282956644, -3.574637513226843, -29.402805614736042, -910.454747964212] β: [0.00017585352463504747, 0.0012116676043259563, 0.005511731061457466, 0.023034355065820862, 0.09439559579370578, 0.38561054626048247, 1.5842943313284588, 6.695935386170518, 32.015219356384215, 297.1675517580863] the coefficients for x^{-1/4}: f(x) = α0 + sum_i^n α[i]/(x + β[i]) The order: 10 α0: 0.17493050738884694 α: [0.000659835331355923, 0.0018359285824308825, 0.0051025759090143645, 0.014493338675151415, 0.04146036428067062, 0.1190535368426458, 0.3449286017982327, 1.0347965655277906, 3.585219290905995, 23.743072811520367] β: [8.614668677164346e-5, 0.0007996196969643771, 0.0038232149092825908, 0.01615861364506301, 0.06638822575850153, 0.2711990933978193, 1.1113834065181245, 4.644638810303384, 21.127906621091135, 145.57570030585526] ------------------------------------------------------------- Sfold = 800.9412169014877 + 0.0im Sfold = 782.8450338311422 Sfnew = 807.5919133204161 Sold = 72.74665012340483, Snew = 72.77816966669161 Snew - Sold = 0.03151954328677675 12.385567 seconds (855.40 k allocations: 90.637 MiB, 0.24% gc time, 16.95% compilation time) 1 plaq_t = 0.5676957301795029 acceptance ratio 1.0 Sfold = 756.5275677828963 Sfnew = 752.5661820242802 Sold = 97.41258637876808, Snew = 97.34773787451456 Snew - Sold = -0.06484850425351851 10.433795 seconds (589.41 k allocations: 75.623 MiB, 0.11% gc time) 2 plaq_t = 0.5625900688336284 acceptance ratio 1.0 Sfold = 770.9478807408926 Sfnew = 779.391610213416 Sold = 77.09744392919208, Snew = 77.15888148567751 Snew - Sold = 0.06143755648542992 10.490635 seconds (613.03 k allocations: 77.913 MiB, 0.10% gc time) 3 plaq_t = 0.560474257760828 acceptance ratio 1.0 Sfold = 800.3062432396971 Sfnew = 779.1678668968182 Sold = 207.97029765379898, Snew = 208.02200197685875 Snew - Sold = 0.051704323059766466 10.997405 seconds (641.34 k allocations: 80.657 MiB, 0.10% gc time) 4 plaq_t = 0.560474257760828 acceptance ratio 0.75 Sfold = 771.9072537393824 Sfnew = 766.1681875497057 Sold = 209.10566106583906, Snew = 209.0505198476045 Snew - Sold = -0.05514121823455298 10.466481 seconds (645.59 k allocations: 81.070 MiB, 0.10% gc time) 5 plaq_t = 0.5412377017218861 acceptance ratio 0.8 Sfold = 734.6356261202139 Sfnew = 745.6762589436037 Sold = 302.57621432211124, Snew = 302.62713132335716 Snew - Sold = 0.0509170012459208 11.031486 seconds (655.09 k allocations: 81.989 MiB, 0.10% gc time) 6 plaq_t = 0.5497693553709112 acceptance ratio 0.8333333333333334 Sfold = 786.7465394165931 Sfnew = 783.4194170834849 Sold = 315.68267180391126, Snew = 315.5665092684335 Snew - Sold = -0.11616253547776978 10.959575 seconds (639.64 k allocations: 80.492 MiB, 0.25% gc time) 7 plaq_t = 0.5447433897626153 acceptance ratio 0.8571428571428571 Sfold = 770.3387823548928 Sfnew = 748.9303721673248 Sold = 275.353398876302, Snew = 275.40153700771657 Snew - Sold = 0.048138131414589225 10.676719 seconds (614.37 k allocations: 78.044 MiB, 0.22% gc time) 8 plaq_t = 0.5514909773909935 acceptance ratio 0.875 Sfold = 724.8618994099321 Sfnew = 744.6668638425579 Sold = 167.30490740531843, Snew = 167.24106794905288 Snew - Sold = -0.06383945626555487 8.843467 seconds (580.05 k allocations: 74.717 MiB, 0.13% gc time) 9 plaq_t = 0.5568430530139127 acceptance ratio 0.8888888888888888 Sfold = 727.5350252893127 Sfnew = 752.2788333125598 Sold = 165.8553545430991, Snew = 165.8725538245833 Snew - Sold = 0.017199281484181483 9.979526 seconds (583.77 k allocations: 75.078 MiB, 0.08% gc time) 10 plaq_t = 0.5552215137850866 acceptance ratio 0.9 Wilson HMC WARNING: Method definition MDtest!(Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:4 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:9. WARNING: Method definition calc_action(Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:27 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:37. WARNING: Method definition MDstep!(Any, Any, Any, Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:36 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:46. WARNING: Method definition U_update!(Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:77 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:106. WARNING: Method definition P_update!(Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:92 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:121. WARNING: Method definition P_update_fermion!(Any, Any, Any, Any, Any, Any, Any, Any) in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:105 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:134. WARNING: Method definition test1_2D() in module Main at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/hmc.jl:161 overwritten at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:194. 2D HMC ---------------------------------------------- Structure of the actions for Gaugefields num. of terms: 1 ------------------------------- 1-st term: coefficient: 2.75 + 0.0im ------------------------- 1-st loop L"$U_{1}(n)U_{2}(n+e_{1})U^{\dagger}_{1}(n+e_{2})U^{\dagger}_{2}(n)$" 2-nd loop L"$U_{2}(n)U_{1}(n+e_{2})U^{\dagger}_{2}(n+e_{1})U^{\dagger}_{1}(n)$" ------------------------- ---------------------------------------------- Sfold = 107.09540080887582 Sold = 160.89677911867392 Wilson HMC: Error During Test at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/runtests.jl:57 Got exception outside of a @test LoadError: MethodError: no method matching mul_1minusγμx!(::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, ::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, ::Int64) The function `mul_1minusγμx!` exists, but no method is defined for this combination of argument types. Closest candidates are: mul_1minusγμx!(!Matched::LatticeDiracOperators.Dirac_operators.WilsonFermion_4D, ::Any, ::Any) @ LatticeDiracOperators ~/.julia/packages/LatticeDiracOperators/Tc0E8/src/WilsonFermion/WilsonFermion_4D.jl:94 Stacktrace: [1] calc_UdSfdU_fromX!(UdSfdU::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, Y::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, X::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}; coeff::Int64) @ LatticeDiracOperators.Dirac_operators ~/.julia/packages/LatticeDiracOperators/Tc0E8/src/action/WilsonFermiAction.jl:169 [2] calc_UdSfdU_fromX! @ ~/.julia/packages/LatticeDiracOperators/Tc0E8/src/action/WilsonFermiAction.jl:128 [inlined] [3] calc_UdSfdU!(UdSfdU::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, ϕ::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}) @ LatticeDiracOperators.Dirac_operators ~/.julia/packages/LatticeDiracOperators/Tc0E8/src/action/WilsonFermiAction.jl:121 [4] P_update_fermion!(U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, p::Vector{Gaugefields.AbstractGaugefields_module.TA_Gaugefields_2D_serial{3, 8}}, ϵ::Float64, Δτ::Float64, Dim::Int64, gauge_action::GaugeAction{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, Gaugefields.GaugeAction_module.GaugeAction_dataset{2}}, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, η::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}) @ Main ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:142 [5] MDstep!(gauge_action::GaugeAction{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, Gaugefields.GaugeAction_module.GaugeAction_dataset{2}}, U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, p::Vector{Gaugefields.AbstractGaugefields_module.TA_Gaugefields_2D_serial{3, 8}}, MDsteps::Int64, Dim::Int64, Uold::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, η::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, ξ::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}) @ Main ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:80 [6] macro expansion @ ./timing.jl:645 [inlined] [7] MDtest!(gauge_action::GaugeAction{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, Gaugefields.GaugeAction_module.GaugeAction_dataset{2}}, U::Vector{Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}}, Dim::Int64, fermi_action::LatticeDiracOperators.Dirac_operators.WilsonFermiAction{2, LatticeDiracOperators.Dirac_operators.Wilson_Dirac_operator{2, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}}, LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, Gaugefields.AbstractGaugefields_module.Gaugefields_2D_nowing{3}, false}, η::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}, ξ::LatticeDiracOperators.Dirac_operators.WilsonFermion_2D_wing{3, 1}) @ Main ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:25 [8] test1_2D() @ Main ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:232 [9] top-level scope @ ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:256 [10] include(mapexpr::Function, mod::Module, _path::String) @ Base ./Base.jl:309 [11] top-level scope @ ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/runtests.jl:7 [12] macro expansion @ /opt/julia/share/julia/stdlib/v1.13/Test/src/Test.jl:1962 [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:1962 [inlined] [15] macro expansion @ ~/.julia/packages/LatticeDiracOperators/Tc0E8/test/runtests.jl:59 [inlined] [16] include(mapexpr::Function, mod::Module, _path::String) @ Base ./Base.jl:309 [17] top-level scope @ none:6 [18] eval(m::Module, e::Any) @ Core ./boot.jl:489 [19] exec_options(opts::Base.JLOptions) @ Base ./client.jl:296 [20] _start() @ Base ./client.jl:563 in expression starting at /home/pkgeval/.julia/packages/LatticeDiracOperators/Tc0E8/test/wilsonhmc.jl:256 0.29940362906261386 - 1.037575715025927im BICG -------------------------------------- bicg method 1-th eps: 583.9479818159439 2-th eps: 188.57470166942772 3-th eps: 74.8459691168729 4-th eps: 33.54983060538724 5-th eps: 16.358010542862726 6-th eps: 8.133477946540497 7-th eps: 4.292908598321767 8-th eps: 2.8129779464964675 9-th eps: 1.5136985645237349 10-th eps: 0.40373885402451004 11-th eps: 0.07317725318075351 12-th eps: 0.014302447407406974 13-th eps: 0.003074494656697408 14-th eps: 0.0006587277850650791 15-th eps: 0.00012325967151279263 16-th eps: 1.5961338299627452e-5 17-th eps: 1.5809466002170842e-6 18-th eps: 6.67305814797068e-8 19-th eps: 5.1380623865161533e-11 Converged at 19-th step. eps: 5.1380623865161533e-11 -------------------------------------- 4.060174 seconds (547.94 k allocations: 30.630 MiB, 97.47% compilation time) 3690.0124970890333 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 86.05840631863609 2-th eps: 11.045700676750327 3-th eps: 9.56988122906204 4-th eps: 0.2863016342107418 5-th eps: 0.06589050510350819 6-th eps: 0.016948995488049165 7-th eps: 0.011451131577790333 8-th eps: 0.031356812703056 9-th eps: 0.0034095583265241645 10-th eps: 0.004535511556918906 11-th eps: 0.00014953065262752452 12-th eps: 2.3699518227253456e-5 13-th eps: 1.991654427952177e-6 14-th eps: 2.743785887465221e-7 15-th eps: 6.593861673693403e-9 16-th eps: 9.207403664822054e-13 Converged at 16-th step. eps: 9.207403664822054e-13 -------------------------------------- 0.473521 seconds (44.86 k allocations: 2.657 MiB, 80.51% compilation time) 3690.0123785357096 + 0.0im BICG -------------------------------------- bicg method 1-th eps: 583.9479818159439 2-th eps: 188.57470166942772 3-th eps: 74.8459691168729 4-th eps: 33.54983060538724 5-th eps: 16.358010542862726 6-th eps: 8.133477946540497 7-th eps: 4.292908598321767 8-th eps: 2.8129779464964675 9-th eps: 1.5136985645237349 10-th eps: 0.40373885402451004 11-th eps: 0.07317725318075351 12-th eps: 0.014302447407406974 13-th eps: 0.003074494656697408 14-th eps: 0.0006587277850650791 15-th eps: 0.00012325967151279263 16-th eps: 1.5961338299627452e-5 17-th eps: 1.5809466002170842e-6 18-th eps: 6.67305814797068e-8 19-th eps: 5.1380623865161533e-11 Converged at 19-th step. eps: 5.1380623865161533e-11 -------------------------------------- 0.101910 seconds (1.86 k allocations: 156.641 KiB) 3690.0124970890333 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 86.05840631863609 2-th eps: 11.045700676750327 3-th eps: 9.56988122906204 4-th eps: 0.2863016342107418 5-th eps: 0.06589050510350819 6-th eps: 0.016948995488049165 7-th eps: 0.011451131577790333 8-th eps: 0.031356812703056 9-th eps: 0.0034095583265241645 10-th eps: 0.004535511556918906 11-th eps: 0.00014953065262752452 12-th eps: 2.3699518227253456e-5 13-th eps: 1.991654427952177e-6 14-th eps: 2.743785887465221e-7 15-th eps: 6.593861673693403e-9 16-th eps: 9.207403664822054e-13 Converged at 16-th step. eps: 9.207403664822054e-13 -------------------------------------- 0.096854 seconds (1.57 k allocations: 132.359 KiB) 3690.0123785357096 + 0.0im BICG -------------------------------------- bicg method 1-th eps: 583.9479818159439 2-th eps: 188.57470166942772 3-th eps: 74.8459691168729 4-th eps: 33.54983060538724 5-th eps: 16.358010542862726 6-th eps: 8.133477946540497 7-th eps: 4.292908598321767 8-th eps: 2.8129779464964675 9-th eps: 1.5136985645237349 10-th eps: 0.40373885402451004 11-th eps: 0.07317725318075351 12-th eps: 0.014302447407406974 13-th eps: 0.003074494656697408 14-th eps: 0.0006587277850650791 15-th eps: 0.00012325967151279263 16-th eps: 1.5961338299627452e-5 17-th eps: 1.5809466002170842e-6 18-th eps: 6.67305814797068e-8 19-th eps: 5.1380623865161533e-11 Converged at 19-th step. eps: 5.1380623865161533e-11 -------------------------------------- 0.104087 seconds (1.86 k allocations: 156.641 KiB) 3690.0124970890333 + 0.0im BICGstab -------------------------------------- bicg-stab method 1-th eps: 86.05840631863609 2-th eps: 11.045700676750327 3-th eps: 9.56988122906204 4-th eps: 0.2863016342107418 5-th eps: 0.06589050510350819 6-th eps: 0.016948995488049165 7-th eps: 0.011451131577790333 8-th eps: 0.031356812703056 9-th eps: 0.0034095583265241645 10-th eps: 0.004535511556918906 11-th eps: 0.00014953065262752452 12-th eps: 2.3699518227253456e-5 13-th eps: 1.991654427952177e-6 14-th eps: 2.743785887465221e-7 15-th eps: 6.593861673693403e-9 16-th eps: 9.207403664822054e-13 Converged at 16-th step. eps: 9.207403664822054e-13 -------------------------------------- 0.091246 seconds (1.57 k allocations: 132.641 KiB) 3690.0123785357096 + 0.0im Sfold = 3094.4464549645554 + 0.0im -------------------------------------- cg method 1-th eps: 604.3549404730776 2-th eps: 167.00918740447653 3-th eps: 53.32642924286999 4-th eps: 19.250638465479057 5-th eps: 7.1657887928289705 6-th eps: 2.578705398288154 7-th eps: 1.2567195882218025 8-th eps: 0.7279382161696971 9-th eps: 0.7407835229747108 10-th eps: 0.3106817512655172 11-th eps: 0.055549552229271666 12-th eps: 0.011187096620792376 13-th eps: 0.0027790353574655324 14-th eps: 0.00041775904110322035 15-th eps: 0.00010195190512869256 16-th eps: 1.1444767246759684e-5 17-th eps: 1.239120321699431e-6 18-th eps: 6.396085150887715e-8 19-th eps: 5.120710211764859e-11 20-th eps: 4.2940329011264195e-18 21-th eps: 6.103569754275391e-26 Converged at 21-th step. eps: 6.103569754275391e-26 -------------------------------------- -------------------------------------- bicg method 1-th eps: 135.97773580176488 2-th eps: 54.69124093447813 3-th eps: 23.88224992932689 4-th eps: 11.79609517579845 5-th eps: 6.154697419568418 6-th eps: 3.315449380036915 7-th eps: 1.9491323021872944 8-th eps: 1.2341256880395084 9-th eps: 0.4311557030584906 10-th eps: 0.06826573002124561 11-th eps: 0.01278828673693552 12-th eps: 0.002656659672307772 13-th eps: 0.0006119584799586898 14-th eps: 0.00013746160736740771 15-th eps: 1.6589171493037934e-5 16-th eps: 2.4098659281757666e-6 17-th eps: 1.7215401753942325e-7 18-th eps: 3.1591140543408394e-9 19-th eps: 1.7592850426199849e-12 20-th eps: 9.59700262329631e-18 21-th eps: 7.341035668113363e-27 Converged at 21-th step. eps: 7.341035668113363e-27 -------------------------------------- Sfnew = 3094.446454964554 Test Summary: | Pass Error Total Time LatticeDiracOperators.jl | 19 1 20 7m40.5s Domainwall | 1 1 1m07.3s Staggered HMC | 17 17 5m53.3s Wilson HMC | 1 1 30.9s Basic operations | 1 1 8.9s RNG of the outermost testset: Xoshiro(0x33f79bcd0351d0e0, 0xc1d19d513ea91347, 0x92c5d9bf1f3f4437, 0x1a6eb8321db7afe3, 0x1050bddb2b8f2efd) 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 481.23s ERROR: LoadError: Package LatticeDiracOperators errored during testing Stacktrace: [1] pkgerror(msg::String) @ Pkg.Types /opt/julia/share/julia/stdlib/v1.13/Pkg/src/Types.jl:68 [2] test(ctx::Pkg.Types.Context, pkgs::Vector{PackageSpec}; coverage::Bool, julia_args::Cmd, test_args::Cmd, test_fn::Nothing, force_latest_compatible_version::Bool, allow_earlier_backwards_compatible_versions::Bool, allow_reresolve::Bool) @ Pkg.Operations /opt/julia/share/julia/stdlib/v1.13/Pkg/src/Operations.jl:2673 [3] test @ /opt/julia/share/julia/stdlib/v1.13/Pkg/src/Operations.jl:2522 [inlined] [4] test(ctx::Pkg.Types.Context, pkgs::Vector{PackageSpec}; coverage::Bool, test_fn::Nothing, julia_args::Cmd, test_args::Cmd, force_latest_compatible_version::Bool, allow_earlier_backwards_compatible_versions::Bool, allow_reresolve::Bool, kwargs::@Kwargs{io::IOContext{IO}}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:538 [5] kwcall(::@NamedTuple{julia_args::Cmd, io::IOContext{IO}}, ::typeof(Pkg.API.test), ctx::Pkg.Types.Context, pkgs::Vector{PackageSpec}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:515 [6] test(pkgs::Vector{PackageSpec}; io::IOContext{IO}, kwargs::@Kwargs{julia_args::Cmd}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:168 [7] kwcall(::@NamedTuple{julia_args::Cmd}, ::typeof(Pkg.API.test), pkgs::Vector{PackageSpec}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:157 [8] test(pkgs::Vector{String}; kwargs::@Kwargs{julia_args::Cmd}) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:156 [9] test @ /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:156 [inlined] [10] kwcall(::@NamedTuple{julia_args::Cmd}, ::typeof(Pkg.API.test), pkg::String) @ Pkg.API /opt/julia/share/julia/stdlib/v1.13/Pkg/src/API.jl:155 [11] top-level scope @ /PkgEval.jl/scripts/evaluate.jl:219 [12] include(mod::Module, _path::String) @ Base ./Base.jl:308 [13] exec_options(opts::Base.JLOptions) @ Base ./client.jl:330 [14] _start() @ Base ./client.jl:563 in expression starting at /PkgEval.jl/scripts/evaluate.jl:210 PkgEval failed after 570.86s: package tests unexpectedly errored