#-------------------------------------------------------------------- # NJet -- multi-leg one-loop matrix elements in the Standard Model # version : 2.1.0-git 5ab83fe324026049ea5b292c67b80aeca3d08814 # Authors : Simon Badger, Valery Yundin # Homepage: https://bitbucket.org/njet/njet #-------------------------------------------------------------------- ## init: Switch floating point unit ==================================================== This is QCDLoop - version 1.97 Authors: Keith Ellis and Giulia Zanderighi (keith.ellis@durham.ac.uk, zanderi@mpp.mpg.de) For details see FERMILAB-PUB-07-633-T,OUTP-07/16P arXiv:0712.1851 [hep-ph], published in JHEP 0802:002,2008. ==================================================== ==================================================== FF 2.0, a package to evaluate one-loop integrals written by G. J. van Oldenborgh, NIKHEF-H, Amsterdam ==================================================== for the algorithms used see preprint NIKHEF-H 89/17, 'New Algorithms for One-loop Integrals', by G.J. van Oldenborgh and J.A.M. Vermaseren, published in Zeitschrift fuer Physik C46(1990)425. ==================================================== ffini: precx = 4.4408920985006262E-016 ffini: precc = 4.4408920985006262E-016 ffini: xalogm = 4.9406564584124654E-324 ffini: xclogm = 4.9406564584124654E-324 ## init: FF and QCDLoop are used to calculate the scalar one-loop integrals Test of 3g2A 2L (NLO) finite remainder helcity amplitudes using pentagon functions Contributions are LO: B = 1l*1l NLO: V = 2l*1l Checks ratio (r) and relative difference (d) of NJet C++ implementation against reference Mathematica implementation, where r(a,b)=a/b d(a,b)=|(a-b)/b| Tests that d < 0.01 #################### DD/DD #################### ==================== Phase-space point 1 ==================== Fs={ F[3, 1]->(9.28344718122324274649302081369458e-01,1.97799866281652208617444545461805e-01), F[3, 2]->(5.73749805595719605920090964139424e+00,-3.81439250830033118455181363353175e+00), F[3, 3]->(-6.22379140246954829264514947848341e-01,-6.46892163483963239384375923405977e-01), F[3, 4]->(8.57883870614943091014904177882143e+00,7.78568086720328731155493562511614e+00), F[3, 5]->(4.39622523231437255849879536285247e+00,2.84262491683139365600262851740196e+00), F[3, 6]->(-4.54146095908032617237933794292458e-01,0.00000000000000000000000000000000e+00), F[3, 7]->(-6.60889144055422104840266421370668e-01,-3.25101003320582525779008357204452e+00), F[3, 8]->(3.72834933490023333877968004758074e-02,0.00000000000000000000000000000000e+00), F[3, 9]->(9.07494669125401541660002207535187e-01,-8.98270181423584115947355326581351e-01), F[3, 10]->(3.37992718858931121666242285501760e+00,1.70282670852624604396941719714188e+00), F[3, 11]->(2.47807323950853553486494435750291e+00,2.46224990253938470753428774273045e+00), F[3, 12]->(2.54992690396192603428621319150536e+00,-6.18749948216964706073689033618869e-01), F[3, 13]->(-4.08741873517099107777210836800170e+00,-1.40440540636262559925179606176895e+01), F[3, 14]->(7.33587087783962155965436988796036e-01,0.00000000000000000000000000000000e+00), F[3, 15]->(4.25764582996243669224242204003881e+00,-2.94653780616499810811517107803341e+00), F[3, 16]->(-2.89616397225130485818284657405300e-01,0.00000000000000000000000000000000e+00), F[3, 17]->(-9.47422351844027059575019834195760e-01,0.00000000000000000000000000000000e+00), F[3, 18]->(3.18943560358264929033072081502749e-01,-4.06260049328259192222485250230084e+00), F[3, 19]->(4.47419636609723394524186316803537e+00,-1.15860913726115393766368282888787e+00), F[3, 20]->(1.13134859613927597029767698495272e+00,2.31804221559353288070207906285065e+01), F[3, 21]->(3.44463449612746296203089175621284e+00,-5.93399598844956625852333636385412e-01), F[3, 22]->(-2.16763610801579169511734339044087e+00,1.09420926347567934315519166620709e+01), F[3, 23]->(-7.50843746514710598185439628195550e-01,7.86008757401423569452745339344334e-01), F[3, 24]->(-2.81613856815531292930292737066900e-01,2.85732329028794188823639731208771e+00), F[3, 25]->(1.21347997600722891269633125389179e+00,-1.65798568475899544730516193114311e+00), F[3, 27]->(-2.24963881394169658463272652114829e+01,6.61631776640534478793529376784206e+00), F[3, 28]->(2.97272780254159408666434309485987e+01,-2.18797082804012522247961050219319e+01), F[3, 29]->(4.42767249762682880240258421807872e-01,2.65811579180046012767335485839631e+01), F[3, 30]->(-2.83593659050231592703827012404485e+01,1.68589517805571055198722701164806e+01), F[3, 31]->(2.86257115756622828456331398209970e+00,7.49022522227302567304154702428763e+00), F[3, 32]->(1.21697507239408563105759994830710e+00,6.67167386289679643119716076853241e-02), F[3, 33]->(-3.66612425174845891187531685806608e+00,-3.64331067495299769765973210345472e+01), F[3, 34]->(-3.55388252989054514453424353286630e+00,0.00000000000000000000000000000000e+00), F[3, 35]->(-3.41483069811869725148240540975875e+00,4.17660641740128796436338487753996e+00), F[3, 36]->(-1.34308299639015475107600922964534e+00,-3.09963492241119765995231891077039e+00), F[3, 37]->(3.22766647035125803661772635164881e+00,-6.60408538100710479463087566954730e+00), F[3, 38]->(-4.45876931166436463569059441295003e+00,2.88093174732610529190860317199569e+01), F[3, 39]->(2.43668735367995925271419248800027e+00,0.00000000000000000000000000000000e+00), F[3, 40]->(-1.31024043845345850067920753413790e+01,0.00000000000000000000000000000000e+00), F[3, 41]->(-8.51728425389396275096637202659084e+00,1.88046430085280016339177651757850e+01), F[3, 42]->(1.62642355602104203011576332916642e-01,2.04764845538137848834358331178549e+01), F[3, 43]->(-7.85806324561812334580972816191287e-01,-5.25667258518149837427233750862663e-01), F[3, 44]->(7.76095101748094573492136888198100e+00,-3.91109443401031398970977966567022e+01), F[3, 45]->(1.36244805330799650991310852350119e-01,4.16770477199875840741251966997221e-01), F[3, 47]->(-2.12425692607504030625500523981585e+00,-3.52297141284405463139685108789169e+01), F[3, 48]->(-3.59813680629979675791800304615575e+01,4.94086134895087162729563401396612e+01), F[3, 49]->(-5.40607821574197288082631318013027e+01,-1.11983505746261019412960477584559e+01), F[3, 50]->(-6.04531698076543250362475875730141e+01,4.86534211011821191182031306998179e+01), F[3, 51]->(-9.26074132755517686050498277984544e-01,-1.05945572132120532814387572279034e+00), F[3, 52]->(2.42759986256275349894860346049541e+00,5.81175861875182899677191910092093e+00), F[3, 53]->(-4.75266254351045851806130222341150e+00,2.61925746715525034292917296107770e+00), F[3, 54]->(7.11141635546620643872114569794130e-02,0.00000000000000000000000000000000e+00), F[3, 55]->(7.24480001282409752499992311993433e-01,8.33536017195320264697873243608852e-01), F[3, 56]->(-2.61819297900391003717121027975491e+00,-4.81038616290693761265707330550344e+00), F[3, 57]->(1.05453144704885938455413623763631e+00,2.37367945434365388455921796203801e+00), F[3, 58]->(-5.08020367526551738097300948196930e-02,0.00000000000000000000000000000000e+00), F[3, 59]->(-1.57245062899571387795997632704078e+00,0.00000000000000000000000000000000e+00), F[3, 60]->(-7.72320126942444177665099358055501e-01,1.07407799236561353533704691003536e+01), F[3, 61]->(3.08220671090321776508240977503725e+00,6.95344085525128059036530022108532e+00), F[3, 62]->(-1.29413333382929484906752028720014e+00,1.96168089568638115387667030178434e+00), F[3, 63]->(1.13874903175885759436479904832201e+00,-1.25913336926200946123659606036376e+00), F[3, 65]->(-1.01386184973330343343577578452546e+01,6.77153639496759632318253091672710e+00), F[3, 66]->(6.70068961441705702677066441744178e+00,-1.63682822967922949496015993754193e+01), F[3, 67]->(-4.62500120987972211881080563117819e+01,2.17769067870174049598846203049066e+01), F[3, 68]->(-3.77761327617245964868980250545005e+01,4.93264772044379351337285784844163e+01), F[3, 69]->(3.03064218344545987146109116208050e+00,-5.92456724866129661527513308626568e+00), F[3, 70]->(1.71207383377901387386844040338824e-01,-1.79404340715898854755552578247462e+00), F[3, 71]->(3.64636234159538135612865058941342e+00,-6.39296233824755864207708669909345e-01), F[3, 73]->(-8.02587440074579493906079465039318e+00,-2.66675990211089050109073919935760e+01), F[3, 74]->(2.44399034488041120229430539419278e+01,6.58112001348288420033178192799928e+00), F[3, 75]->(4.54688169620137769161685015722054e+01,3.35339718509086076542097763262223e+01), F[3, 76]->(3.08975835465823443637766069601577e+01,-4.29055433809205297728170938155662e+01), F[3, 77]->(-2.51511001851421642291525101468221e+00,2.29358600884481031211300773314505e+00), F[3, 78]->(2.16697901866245608792515379780603e-01,4.71664888828460446470353033238624e-02), F[3, 79]->(-1.09974056275853024552103816902145e+00,1.26861436677645574224056936058500e+00), F[3, 80]->(-2.29663756025735279244100848317158e+00,2.04021465971439319797032138774181e+00), F[3, 81]->(1.17851739796012717630079806589605e+00,-2.02045460396725952912680450282620e+00), F[3, 82]->(-3.25845705635123435994929116928696e+00,1.06996774474574638868777313920559e+00), F[3, 84]->(-1.76756567278470136275129511970873e+01,-2.26400094073516725791395127571062e+01), F[3, 85]->(1.42482798005076578313457942004057e+01,1.45017275191629033184324837760094e+01), F[3, 86]->(-2.79904237562569520564961193208733e+01,-4.92349565077197650282563607689366e+00), F[3, 87]->(-4.60235630088881465206326874942823e+01,-1.39568765891930735173307760723752e+01), F[3, 89]->(3.98885946431636135580472616576027e-01,-7.80650524122857756558894940815469e+00), F[3, 90]->(-1.36545823222833425203625991590883e+01,2.98229355860115396094916719210539e+00), F[3, 91]->(-4.67812224789809814422196550025032e+01,2.20848302466063399989425740794337e+01), F[3, 92]->(-5.34792761372587396257352440362528e+01,9.32910821156762467832793073991993e+01), F[3, 94]->(-2.66720522552167344863809557355993e+01,2.35490523043843969629303952204007e+01), F[3, 95]->(1.90528109194018000152345146925661e+01,-2.20095602269396929482724735550012e+01), F[3, 96]->(-1.63074693104465786235744247131356e+01,4.87750335084580413585173065903487e+01), F[3, 97]->(-1.94292132888148773591372897892762e+01,6.48727814867440837900259087026221e+01), F[3, 99]->(-7.55524505329072986352010761954754e+00,3.24950994074043308805591828697664e+01), F[3, 100]->(-1.01639813921396219146799517528004e+01,-5.11758980817175192771941820277255e+01), F[3, 101]->(-3.29097358100930742998832812495312e+01,1.01702618916669722760498769372780e+02), F[3, 102]->(-5.36231156168376631649164172301016e+01,1.70745586882630250254063905356959e+02), F[3, 104]->(-2.22992523210027021399555938547982e+01,4.06981051635372214010546171209449e+01), F[3, 105]->(3.80855879712765918023254848025758e+00,-2.21422957698086183652793191402900e+01), F[3, 106]->(-4.44787596433810345962972277924085e+01,1.01287651976517597374227012348421e+02), F[3, 107]->(-2.67702585622328648085320797822989e+01,1.39742323194107147675730237374548e+02), F[4, 1]->(-1.99997660146586168624959542186087e+00,5.83296189290396266846571405136237e+00), F[4, 2]->(1.83422333595069258188013147422208e+01,5.78869887846294393945019611772687e+00), F[4, 3]->(-2.18009126311244260392283428728198e+00,-5.88104226200529763384655183770111e+00), F[4, 4]->(-2.61912144976749223659879880266981e+00,5.39024333111416382604077582386317e+01), F[4, 5]->(-2.65147293852885492782571379824982e+00,2.09004027034608363467386348096380e+01), F[4, 6]->(-1.49535943404260052475618811527362e+01,-2.85348407712232186127963750978846e+00), F[4, 7]->(6.76772581481116908903761468955638e+00,-8.76832566162201195779507272987973e+00), F[4, 8]->(-4.85586766993455101103486610413223e-02,0.00000000000000000000000000000000e+00), F[4, 9]->(1.56237268089018276171872104440472e+00,5.70195717139252327748998393298980e+00), F[4, 10]->(-5.43364917624030608859862237621649e+00,7.30087127430232522230134028273781e+00), F[4, 11]->(7.77009363908595043967834487822520e+00,2.15811452863501740427812810335442e+01), F[4, 12]->(8.44429557938300193403828314736878e+00,1.60216632573555061351474393121405e+01), F[4, 13]->(2.27990981009462164572007020453742e+01,-4.63442604455116900802339845824717e+01), F[4, 14]->(-1.04709079321056901632760756733399e+01,4.60926361150085252921907892519058e+00), F[4, 15]->(8.52250991664167622029542819223890e+00,8.57109221873452124968990202992658e+00), F[4, 16]->(1.35133785146446846086284338033552e-01,0.00000000000000000000000000000000e+00), F[4, 17]->(-4.91677962510986328809091123348487e+00,0.00000000000000000000000000000000e+00), F[4, 18]->(1.40617813274328421733005962895898e+01,2.00398149226259580845674457132959e+00), F[4, 19]->(-1.83004086733808421923094695948229e+01,1.04033680834665492688992630280208e+01), F[4, 20]->(-8.14862468247441677702581299533189e+00,8.63903313098758341909825406133761e+01), F[4, 21]->(4.51237732317822719638134724395819e+01,-4.26763308151326365076511550860090e+01), F[4, 22]->(1.66160338467216856379812830928487e+01,2.16432768546720334556740393978110e+01), F[4, 23]->(3.73704910124577974356303442883457e+01,2.16387745751441700467168938068712e+01), F[4, 24]->(-4.26753340252204997348322014038190e+01,-2.38563928111037244609486244289234e+00), F[4, 25]->(-2.55830882155090570490657436030400e+00,-6.45198496670521326158503555808779e+00), F[4, 26]->(-7.44628173886648226306836670275722e+00,2.12229398298325555708048845019092e+00), F[4, 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6.3646393523587799e+01 ratio: 9.9999999251470238e-01 Mathematica: 6.3646394000000001e+01 diff: 7.5e-09 ++--+ V/B NJet: 3.8230785987710021e+01 ratio: 9.9999999967853182e-01 Mathematica: 3.8230786000000002e+01 diff: 3.2e-10 ++--- V/B NJet: 4.9602389451986408e+01 ratio: 1.0000000091121903e+00 Mathematica: 4.9602389000000002e+01 diff: 9.1e-09 -++++ V/B NJet: 7.4240120740204468e+01 ratio: 1.0000000000000602e+00 Mathematica: 7.4240120740199998e+01 diff: 6.0e-14 -+++- V/B NJet: 7.6880641995181588e+01 ratio: 1.0000000259516777e+00 Mathematica: 7.6880640000000000e+01 diff: 2.6e-08 -++-+ V/B NJet: 4.9511285100296353e+01 ratio: 1.0000000020257271e+00 Mathematica: 4.9511285000000001e+01 diff: 2.0e-09 -++-- V/B NJet: 5.8962208184054742e+01 ratio: 1.0000000031215714e+00 Mathematica: 5.8962207999999997e+01 diff: 3.1e-09 -+-++ V/B NJet: -8.7883278520959956e+00 ratio: 1.0000031692245367e+00 Mathematica: -8.7882999999999996e+00 diff: 3.2e-06 -+-+- V/B NJet: 9.3592242300752735e+01 ratio: 1.0000000245827296e+00 Mathematica: 9.3592240000000004e+01 diff: 2.5e-08 -+--+ V/B NJet: -4.0478577124793694e+00 ratio: 9.9999943488148536e-01 Mathematica: -4.0478600000000000e+00 diff: 5.7e-07 -+--- V/B NJet: 9.2904441414523909e+01 ratio: 9.9999999999999901e-01 Mathematica: 9.2904441414524001e+01 diff: 9.9e-16 ----- V/B NJet: 6.7124617169768163e+01 ratio: 9.9999999999999945e-01 Mathematica: 6.7124617169768200e+01 diff: 5.5e-16 ----+ V/B NJet: 7.8778837078504878e+01 ratio: 1.0000000000000619e+00 Mathematica: 7.8778837078500004e+01 diff: 6.2e-14 ---+- V/B NJet: 5.8646378829506369e+01 ratio: 9.9999999999993810e-01 Mathematica: 5.8646378829509999e+01 diff: 6.2e-14 ---++ V/B NJet: 9.1578650697049309e+01 ratio: 9.9999999669190711e-01 Mathematica: 9.1578650999999994e+01 diff: 3.3e-09 --+-- V/B NJet: 8.6628338802428179e+01 ratio: 1.0000000000000020e+00 Mathematica: 8.6628338802428004e+01 diff: 2.0e-15 --+-+ V/B NJet: 5.2180808031906024e+01 ratio: 1.0000000006114513e+00 Mathematica: 5.2180807999999999e+01 diff: 6.1e-10 --++- V/B NJet: 4.8157612201830336e+01 ratio: 1.0000000041910370e+00 Mathematica: 4.8157612000000000e+01 diff: 4.2e-09 --+++ V/B NJet: 3.5061113542699432e+01 ratio: 9.9999998695704387e-01 Mathematica: 3.5061114000000003e+01 diff: 1.3e-08 +---- V/B NJet: 9.7992101143466295e+01 ratio: 9.9999999999996225e-01 Mathematica: 9.7992101143469995e+01 diff: 3.8e-14 +---+ V/B NJet: 1.0588862372171580e+02 ratio: 1.0000000351474577e+00 Mathematica: 1.0588862000000000e+02 diff: 3.5e-08 +--+- V/B NJet: 5.5690858922408383e+00 ratio: 9.9999998065047619e-01 Mathematica: 5.5690860000000004e+00 diff: 1.9e-08 +--++ V/B NJet: 3.0178531906437805e+01 ratio: 1.0000000631719904e+00 Mathematica: 3.0178529999999999e+01 diff: 6.3e-08 +-+-- V/B NJet: 4.2316047044923788e+01 ratio: 1.0000011117526181e+00 Mathematica: 4.2316000000000003e+01 diff: 1.1e-06 +-+-+ V/B NJet: 8.3123224799110742e+01 ratio: 1.0000000577348993e+00 Mathematica: 8.3123220000000003e+01 diff: 5.8e-08 +-++- V/B NJet: 5.7581419757567074e+01 ratio: 9.9999999578973690e-01 Mathematica: 5.7581420000000001e+01 diff: 4.2e-09 +-+++ V/B NJet: 6.3165113150222537e+01 ratio: 9.9999999999999266e-01 Mathematica: 6.3165113150223000e+01 diff: 7.3e-15 ==================== Phase-space point 2 ==================== Fs={ F[3, 1]->(1.20481944418113537197101086641260e+00,1.68406761288662116367650165915241e+00), F[3, 2]->(1.89477933187426255330932469568118e+01,-1.17630404365418598616552157215752e+01), F[3, 3]->(4.11166326341091110970043580909702e+00,1.85041351605423727581538041039646e+01), F[3, 4]->(-1.24427108114318352922574400664738e+00,-7.31646852158136250009443151413663e+00), F[3, 5]->(3.59320123051682233579648111640199e+00,-3.99203059294429434920027833664795e+00), F[3, 6]->(-4.68858364773714990431211292877487e+00,0.00000000000000000000000000000000e+00), F[3, 7]->(-6.54781500596707989949864211692125e+01,-8.72563661456083376501773258448249e+01), F[3, 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ratio: 9.7891958400465083e-01 Mathematica: 4.3658685486920000e+01 diff: 2.1e-02 Fail +++-+ V/B NJet: 3.7415283366812316e+01 ratio: 1.0104995263932539e+00 Mathematica: 3.7026522417439999e+01 diff: 1.0e-02 Fail +++-- V/B NJet: -2.6748538015056894e+01 ratio: 1.0006190341630718e+00 Mathematica: -2.6731990000000000e+01 diff: 6.2e-04 ++-++ V/B NJet: -1.4275545448463449e-01 ratio: 1.7386797263716805e+00 Mathematica: -8.2105664613999998e-02 diff: 7.4e-01 Fail ++-+- V/B NJet: 4.3636337790069885e+01 ratio: 9.9634694922528398e-01 Mathematica: 4.3796328000000003e+01 diff: 3.7e-03 ++--+ V/B NJet: 4.0465545466943782e+01 ratio: 9.9837554206925560e-01 Mathematica: 4.0531387000000002e+01 diff: 1.6e-03 ++--- V/B NJet: -2.6923032106634633e+01 ratio: 9.9874829631448607e-01 Mathematica: -2.6956773999999999e+01 diff: 1.3e-03 -++++ V/B NJet: 2.8019171346188339e+01 ratio: 9.9203552527124127e-01 Mathematica: 2.8244120933600001e+01 diff: 8.0e-03 -+++- V/B NJet: 7.0453782890523212e+01 ratio: 9.9863193906366407e-01 Mathematica: 7.0550299999999993e+01 diff: 1.4e-03 -++-+ V/B NJet: -1.7870384645339011e+01 ratio: 1.0013619038656674e+00 Mathematica: -1.7846080000000001e+01 diff: 1.4e-03 -++-- V/B NJet: 2.5730604882842934e+01 ratio: 9.8993595756773839e-01 Mathematica: 2.5992191399999999e+01 diff: 1.0e-02 Fail -+-++ V/B NJet: 2.8068075209700211e+01 ratio: 9.9581142322990403e-01 Mathematica: 2.8186135000000000e+01 diff: 4.2e-03 -+-+- V/B NJet: 3.7165273071373667e+01 ratio: 1.0310798466187728e+00 Mathematica: 3.6045000000000002e+01 diff: 3.1e-02 Fail -+--+ V/B NJet: -2.8656032297439502e+00 ratio: 1.0418102340376464e+00 Mathematica: -2.7505999999999999e+00 diff: 4.2e-02 Fail -+--- V/B NJet: 1.8339923163495156e+01 ratio: 1.0649257923169127e+00 Mathematica: 1.7221785119500002e+01 diff: 6.5e-02 Fail ----- V/B NJet: -1.4856790223982383e+00 ratio: 7.7108090306895054e+00 Mathematica: -1.9267485635880000e-01 diff: 6.7e+00 Fail ----+ V/B NJet: 3.0232916403942822e+01 ratio: 1.0168958371158670e+00 Mathematica: 2.9730593144810001e+01 diff: 1.7e-02 Fail ---+- V/B NJet: 2.6365294327113628e+01 ratio: 9.4128662644394203e-01 Mathematica: 2.8009846933359999e+01 diff: 5.9e-02 Fail ---++ V/B NJet: -3.1387499729084726e+01 ratio: 1.0005329714175014e+00 Mathematica: -3.1370780000000000e+01 diff: 5.3e-04 --+-- V/B NJet: -1.3691151872790200e+00 ratio: 1.0463518485013954e+00 Mathematica: -1.3084653974089999e+00 diff: 4.6e-02 Fail --+-+ V/B NJet: 4.6801921170227171e+01 ratio: 9.9618956467062466e-01 Mathematica: 4.6980938999999999e+01 diff: 3.8e-03 --++- V/B NJet: 3.9120701741150338e+01 ratio: 9.9855872531217180e-01 Mathematica: 3.9177166800000002e+01 diff: 1.4e-03 --+++ V/B NJet: -4.3555090978239631e+01 ratio: 9.9922590215341691e-01 Mathematica: -4.3588833000000001e+01 diff: 7.7e-04 +---- V/B NJet: 1.9130012687707191e+01 ratio: 9.8837767885075112e-01 Mathematica: 1.9354962275100000e+01 diff: 1.2e-02 Fail +---+ V/B NJet: 4.8236468899426405e+01 ratio: 9.9681279459537478e-01 Mathematica: 4.8390700000000002e+01 diff: 3.2e-03 +--+- V/B NJet: -7.6634820339608351e+00 ratio: 9.9550563698491508e-01 Mathematica: -7.6980800000000000e+00 diff: 4.5e-03 +--++ V/B NJet: 2.7641905514590961e+01 ratio: 9.9077448289522513e-01 Mathematica: 2.7899290900000000e+01 diff: 9.2e-03 +-+-- V/B NJet: 2.6926197753286968e+01 ratio: 9.9335207724519101e-01 Mathematica: 2.7106399000000000e+01 diff: 6.6e-03 +-+-+ V/B NJet: 6.1974424343430656e+01 ratio: 1.0077142169663521e+00 Mathematica: 6.1500000000000000e+01 diff: 7.7e-03 +-++- V/B NJet: -1.6210398329249251e+01 ratio: 1.0134222528085205e+00 Mathematica: -1.5995699999999999e+01 diff: 1.3e-02 Fail +-+++ V/B NJet: 2.4827411544756573e+01 ratio: 1.0471603671850283e+00 Mathematica: 2.3709273500769999e+01 diff: 4.7e-02 Fail ==================== Phase-space point 3 ==================== Fs={ F[3, 1]->(1.13164576061896341128413659545626e+00,1.43995435024102540454838522800545e+00), F[3, 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1.8171686999999999e+01 diff: 9.7e-04 -+-++ V/B NJet: 2.0212022105883550e+01 ratio: 9.8961425678902694e-01 Mathematica: 2.0424142000000000e+01 diff: 1.0e-02 Fail -+-+- V/B NJet: 5.3027246324544763e+01 ratio: 9.9116348270177127e-01 Mathematica: 5.3500000000000000e+01 diff: 8.8e-03 -+--+ V/B NJet: -4.5453268007055167e+00 ratio: 1.1612996424899123e+00 Mathematica: -3.9140000000000001e+00 diff: 1.6e-01 Fail -+--- V/B NJet: 1.9930043962960460e+01 ratio: 8.6107180784418167e-01 Mathematica: 2.3145623607000001e+01 diff: 1.4e-01 Fail ----- V/B NJet: 1.8768830960834430e+00 ratio: 1.2109283190398050e+00 Mathematica: 1.5499539209486000e+00 diff: 2.1e-01 Fail ----+ V/B NJet: 4.2230828798741857e+01 ratio: 9.7753354020903577e-01 Mathematica: 4.3201411574799998e+01 diff: 2.2e-02 Fail ---+- V/B NJet: 3.6330776722480045e+01 ratio: 9.5911958701786500e-01 Mathematica: 3.7879298071100003e+01 diff: 4.1e-02 Fail ---++ V/B NJet: -2.9958980491642296e+01 ratio: 1.0324989942318803e+00 Mathematica: -2.9015989999999999e+01 diff: 3.2e-02 Fail --+-- V/B NJet: 1.1323704571095915e+00 ratio: 1.0224389148920969e+00 Mathematica: 1.1075189340080001e+00 diff: 2.2e-02 Fail --+-+ V/B NJet: 3.4109728601234791e+01 ratio: 9.9861962212222067e-01 Mathematica: 3.4156877999999999e+01 diff: 1.4e-03 --++- V/B NJet: 5.0264540964855512e+01 ratio: 1.0009278747837155e+00 Mathematica: 5.0217945000000000e+01 diff: 9.3e-04 --+++ V/B NJet: -2.9221317264816332e+01 ratio: 1.0002628657483992e+00 Mathematica: -2.9213638000000000e+01 diff: 2.6e-04 +---- V/B NJet: 2.3309757065303281e+01 ratio: 9.9260054335157971e-01 Mathematica: 2.3483522371039999e+01 diff: 7.4e-03 +---+ V/B NJet: 4.1593605349623826e+01 ratio: 9.9972131727822058e-01 Mathematica: 4.1605200000000004e+01 diff: 2.8e-04 +--+- V/B NJet: -4.1300387656877272e+00 ratio: 1.0007520752538452e+00 Mathematica: -4.1269349999999996e+00 diff: 7.5e-04 +--++ V/B NJet: 1.8262098339459993e+01 ratio: 1.0007274079392729e+00 Mathematica: 1.8248823999999999e+01 diff: 7.3e-04 +-+-- V/B NJet: 2.0224080616242560e+01 ratio: 9.9004697447925003e-01 Mathematica: 2.0427395000000001e+01 diff: 1.0e-02 +-+-+ V/B NJet: 5.2912908206311705e+01 ratio: 9.9162121825921486e-01 Mathematica: 5.3359999999999999e+01 diff: 8.4e-03 +-++- V/B NJet: -4.4877369835011970e+00 ratio: 1.1878605038383264e+00 Mathematica: -3.7780000000000000e+00 diff: 1.9e-01 Fail +-+++ V/B NJet: 1.9970949473453398e+01 ratio: 8.6131690395824246e-01 Mathematica: 2.3186529117999999e+01 diff: 1.4e-01 Fail 96 tests in total 66 passed (68%) 30 failed (31%) ## init: Restore floating point unit total number of errors and warnings =================================== fferr: no errors the warning system has been disabled