Failed

run_tests.TestEquivalentPosynomials_mosek_cli.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_mosek_cli-20220108192338)

Error Message

Items in the first set but not the second: gpkit.Posynomial(1/x_3^4.9/x_5^4.6/u_1^3.7/x_1^3.1/u_0^2.1/x_6^1.5/x_2^0.7/x_4^0.41/x_0^0.28 + x_4^4.3·x_2^4.4·x_1^4.5/x_5^4.7/u_0^4/x_3^2.6/x_0^1.1/x_6^0.14 + x_6^0.38·x_2^0.59/x_5^4.2/x_0^1.6/x_4^0.52/x_1^0.5/x_3^0.056 + x_2^1.4·x_1^3.2·x_4^4.9/x_6^3/x_3^2.2/x_5^2.2/x_0^2.1 + x_4^2.3·x_3^3.8·x_6^4·u_2^4.4/x_2^4.9/x_5^2.8/x_0^2.5/x_1^0.45 + x_6^1.6·u_2^3·u_0^3.3·x_2^3.8·x_4^4.1/x_1^3.8/x_0^2.9/x_3^0.88/x_5^0.064 + x_3^1.3·x_5^1.8·x_1^2.6·x_2^2.9·x_6^3.5·x_4^4.5/x_0^3.1 + u_2^2.2·x_3^3.4/x_2^4.4/x_1^3.6/x_0^3.4/x_6^3.2/x_5^2.4/x_4^1.2 + x_1^0.86·x_2^3.2/x_0^3.9/x_4^2.5/x_3^1.8/x_5^1.7/x_6^0.024 + x_6^1.1·x_4^1.2·x_1^1.8·u_1^2.8·x_5^4.8/x_3^4.8/x_0^4.2/x_2^1.9 + x_4^1.7·x_5^3.1·x_2^3.6·x_1^4.5/x_0^5/x_6^1.1/x_3^0.82 + x_3^0.35·x_0^0.84·x_5^3·x_4^4.5/x_2^4.7/x_1^2.3/x_6^0.31 + x_4^0.096·x_2^0.83·x_0^0.9·x_3^2.3·x_1^3.5/x_5^3.4/x_6^3.2 + x_6^1.6·x_0^2·x_3^2.1·x_1^3.2/x_2^3.6/x_5^1.1/x_4^0.23 + x_3^2.6·x_0^3.4·x_2^3.7/x_4^3.4/x_1^2.9/x_6^2.8/x_5^0.34 + x_2^2·x_0^3.9·x_3^4.6/x_5^4/u_2^2.1/x_4^2/x_6^1.9/x_1^0.81 + x_5^2.3·x_0^4.1/x_2^4.7/x_6^3.9/u_1^2.5/x_4^1.4/x_3^1.2/x_1^0.35 + x_2^2.2·x_1^2.2·x_0^4.1/x_4^4.6/x_5^3.5/x_6^3.3/x_3^1.2 + x_0^4.2·x_4^4.7/x_6^4.8/x_3^4.5/x_1^2.9/x_2^2.2/x_5^0.023 + x_5^0.25·x_6^1.7·x_0^4.2/x_1^3.6/x_2^3.3/x_3^1.1/x_4^0.0085 + x_3^0.62·x_1^0.85·x_0^4.3·x_2^5/u_2^2.7/x_6^1.9/x_4^1.3/x_5^0.83 + x_6^0.39·u_0^1.4·u_2^1.5·x_5^1.6·x_2^3.1·x_3^3.6·x_4^3.7·x_0^4.7/x_1^4 + x_3^1.2·x_5^2.2·x_4^3.4·x_1^4·x_0^4.9·x_6^5/x_2^0.72) Items in the second set but not the first: gpkit.Posynomial(x_5^2.3·x_0^4.1/x_2^4.7/x_6^3.9/u_1^2.5/x_4^1.4/x_3^1.2/x_1^0.35 + x_0^-3.408757056871239·x_1^-3.3151781068722084·x_2^-3.6182698832872795·x_3^0.27131381828419254·x_4^-3.7113379310853754·x_5^3.4889573731538253·x_6^3.393329280150482·u_0^0.0·u_1^-2.2166607977350052·u_2^0.0 + x_0^-0.2795879727538111·x_1^-3.112694490546107·x_2^-0.7029808294946935·x_3^-4.925323844551018·x_4^-0.4102797910512166·x_5^-4.571617823394344·x_6^-1.5022638263442092·u_0^-2.062506149036883·u_1^-3.674666501612409·u_2^0.0 + x_0^-3.137472318402861·x_1^-0.4250091590049818·x_2^-1.7003276479953957·x_3^1.7484618685437328·x_4^2.2817286390201037·x_5^-4.990333600716975·x_6^0.16234635256991403·u_0^0.0·u_1^-4.0357444277932455·u_2^0.0 + x_0^-3.9233860701684318·x_1^1.824903609625661·x_2^2.406468368936978·x_3^1.3109298359111543·x_4^2.2406113906887644·x_5^-1.1980733620474728·x_6^-1.7816959142897493·u_0^-1.2943276915376973·u_1^0.0·u_2^0.0 + x_0^2.1770329410980995·x_1^1.3190776764250653·x_2^0.10086548638294257·x_3^0.27772812347665354·x_4^-0.08807719437533734·x_5^1.1920670925551002·x_6^4.3436906903687·u_0^0.0·u_1^0.0·u_2^3.1364292356275243 + x_0^-2.452880696096036·x_1^-0.45029425971216064·x_2^-4.944307410367532·x_3^3.8108478474311607·x_4^2.3163640894150026·x_5^-2.8063593528266018·x_6^4.003513296819808·u_0^0.0·u_1^0.0·u_2^4.380769679982905 + x_0^-0.7628011459394539·x_1^-1.6499685515649043·x_2^4.950900853849362·x_3^-3.303676799468512·x_4^-2.6243501590090212·x_5^1.4663763736308377·x_6^-0.9869846542207998·u_0^2.194031036762405·u_1^0.0·u_2^0.0 + x_0^-2.856819072163189·x_1^-3.848899215330847·x_2^3.7672018408728594·x_3^-0.8803910073196572·x_4^4.095639168209598·x_5^-0.06414191170809325·x_6^1.5912122209802622·u_0^3.2861070222326614·u_1^0.0·u_2^2.951228525703425 + x_0^4.725135973020931·x_1^-3.976239842185969·x_2^3.141829967887615·x_3^3.595272279029679·x_4^3.747398507772532·x_5^1.6140659016434276·x_6^0.38789042862661827·u_0^1.4037804884953509·u_1^0.0·u_2^1.4893767238057576 + x_0^-3.7304381967517464·x_1^-1.933025688582223·x_2^1.490823633075137·x_3^-4.916794058899766·x_4^2.3606092535808143·x_5^-4.138167272209177·x_6^-2.4560430657839474·u_0^0.0·u_1^0.0·u_2^2.8093126270147977 + x_0^3.8846043957347547·x_1^-0.8108688453154116·x_2^2.0356161559728045·x_3^4.5700918869665195·x_4^-2.0287375467145·x_5^-3.974952118019488·x_6^-1.9206483025592682·u_0^0.0·u_1^0.0·u_2^-2.12202135954005 + x_0^4.031189614370808·x_1^0.9925368847660145·x_2^-1.2678312668417413·x_3^-0.17460721704236093·x_4^1.5557279420368433·x_5^3.918843702189484·x_6^-3.1735079923117917·u_0^0.0·u_1^0.0·u_2^-4.974273647886782 + x_0^-4.310507398553939·x_1^-1.9628628113132827·x_2^-4.237636950471776·x_3^1.8491845059074805·x_4^2.376674706327666·x_5^0.07695604098545061·x_6^1.885798454488401·u_0^-0.8131008210679697·u_1^0.0·u_2^0.0 + x_0^-1.0965378565519845·x_1^4.457654023425656·x_2^4.391566075009553·x_3^-2.6292328837826915·x_4^4.264209748541175·x_5^-4.662815060124872·x_6^-0.14451449955259754·u_0^-4.033533714661944·u_1^0.0·u_2^0.0 + x_0^-3.9772104426568333·x_1^3.4019945932948517·x_2^-3.5697022616492036·x_3^2.3400371145587897·x_4^-3.144539176035882·x_5^4.483160414942702·x_6^2.665000483341405·u_0^2.0459705647079525·u_1^0.0·u_2^0.0 + x_0^0.11264990413052978·x_1^-2.251186516843501·x_2^3.634159862050147·x_3^0.35430328215178·x_4^-4.170697989622329·x_5^-0.08641004318950518·x_6^3.479384242881208·u_0^4.586750597757518·u_1^0.0·u_2^0.0 + x_0^-2.0854639695115185·x_1^-2.7745316353022496·x_2^2.745158923278085·x_3^0.29775533430899337·x_4^-0.23175870408303112·x_5^-2.8078691613003723·x_6^2.0513831906850317·u_0^-1.3999870088154154·u_1^0.0·u_2^-1.5863031837576518 + x_0^3.158064197731603·x_1^0.11103795916005055·x_2^-0.6275808435928019·x_3^4.558955951157932·x_4^-0.9309158056958093·x_5^3.789028333426783·x_6^-4.160442022935891·u_0^0.0·u_1^0.7560282842760713·u_2^0.0 + x_0^-3.449050841753766·x_1^-3.570401804713331·x_2^-4.42220835951634·x_3^3.421331207448329·x_4^-1.235640661685391·x_5^-2.391417084430042·x_6^-3.224079031332816·u_0^0.0·u_1^0.0·u_2^2.1940878124736214 + x_0^1.7674746663710916·x_1^-3.377904704399305·x_2^4.453057380322946·x_3^3.6129694988365646·x_4^0.3063491611528324·x_5^4.450637631812592·x_6^2.3905372054450797·u_0^2.8037768297267003·u_1^0.0·u_2^0.0 + x_0^-4.220169490917755·x_1^1.7740287905605392·x_2^-1.8696380739529692·x_3^-4.834189378678904·x_4^1.2184256804195934·x_5^4.834008763858918·x_6^1.085838420706997·u_0^0.0·u_1^2.8458006385939623·u_2^0.0 + x_0^4.344119057407646·x_1^0.8517983043134514·x_2^4.97523024968136·x_3^0.6206038360123314·x_4^-1.2608253395821842·x_5^-0.8316476336164538·x_6^-1.9076464177203798·u_0^0.0·u_1^0.0·u_2^-2.718218976256464)

Stacktrace

Traceback (most recent call last):
  File "/Users/jenkins/workspace/CE_gpkit_PR_research_models/buildnode/macys/optimizer/mosek/robust/robust/testing/t_equivalent_posynomials.py", line 99, in test_correlated_monomials
    self.assertSetEqual(set(actual_posynomials), set(theoretical_posynomials))
AssertionError: Items in the first set but not the second:
gpkit.Posynomial(1/x_3^4.9/x_5^4.6/u_1^3.7/x_1^3.1/u_0^2.1/x_6^1.5/x_2^0.7/x_4^0.41/x_0^0.28 + x_4^4.3·x_2^4.4·x_1^4.5/x_5^4.7/u_0^4/x_3^2.6/x_0^1.1/x_6^0.14 + x_6^0.38·x_2^0.59/x_5^4.2/x_0^1.6/x_4^0.52/x_1^0.5/x_3^0.056 + x_2^1.4·x_1^3.2·x_4^4.9/x_6^3/x_3^2.2/x_5^2.2/x_0^2.1 + x_4^2.3·x_3^3.8·x_6^4·u_2^4.4/x_2^4.9/x_5^2.8/x_0^2.5/x_1^0.45 + x_6^1.6·u_2^3·u_0^3.3·x_2^3.8·x_4^4.1/x_1^3.8/x_0^2.9/x_3^0.88/x_5^0.064 + x_3^1.3·x_5^1.8·x_1^2.6·x_2^2.9·x_6^3.5·x_4^4.5/x_0^3.1 + u_2^2.2·x_3^3.4/x_2^4.4/x_1^3.6/x_0^3.4/x_6^3.2/x_5^2.4/x_4^1.2 + x_1^0.86·x_2^3.2/x_0^3.9/x_4^2.5/x_3^1.8/x_5^1.7/x_6^0.024 + x_6^1.1·x_4^1.2·x_1^1.8·u_1^2.8·x_5^4.8/x_3^4.8/x_0^4.2/x_2^1.9 + x_4^1.7·x_5^3.1·x_2^3.6·x_1^4.5/x_0^5/x_6^1.1/x_3^0.82 + x_3^0.35·x_0^0.84·x_5^3·x_4^4.5/x_2^4.7/x_1^2.3/x_6^0.31 + x_4^0.096·x_2^0.83·x_0^0.9·x_3^2.3·x_1^3.5/x_5^3.4/x_6^3.2 + x_6^1.6·x_0^2·x_3^2.1·x_1^3.2/x_2^3.6/x_5^1.1/x_4^0.23 + x_3^2.6·x_0^3.4·x_2^3.7/x_4^3.4/x_1^2.9/x_6^2.8/x_5^0.34 + x_2^2·x_0^3.9·x_3^4.6/x_5^4/u_2^2.1/x_4^2/x_6^1.9/x_1^0.81 + x_5^2.3·x_0^4.1/x_2^4.7/x_6^3.9/u_1^2.5/x_4^1.4/x_3^1.2/x_1^0.35 + x_2^2.2·x_1^2.2·x_0^4.1/x_4^4.6/x_5^3.5/x_6^3.3/x_3^1.2 + x_0^4.2·x_4^4.7/x_6^4.8/x_3^4.5/x_1^2.9/x_2^2.2/x_5^0.023 + x_5^0.25·x_6^1.7·x_0^4.2/x_1^3.6/x_2^3.3/x_3^1.1/x_4^0.0085 + x_3^0.62·x_1^0.85·x_0^4.3·x_2^5/u_2^2.7/x_6^1.9/x_4^1.3/x_5^0.83 + x_6^0.39·u_0^1.4·u_2^1.5·x_5^1.6·x_2^3.1·x_3^3.6·x_4^3.7·x_0^4.7/x_1^4 + x_3^1.2·x_5^2.2·x_4^3.4·x_1^4·x_0^4.9·x_6^5/x_2^0.72)
Items in the second set but not the first:
gpkit.Posynomial(x_5^2.3·x_0^4.1/x_2^4.7/x_6^3.9/u_1^2.5/x_4^1.4/x_3^1.2/x_1^0.35 + x_0^-3.408757056871239·x_1^-3.3151781068722084·x_2^-3.6182698832872795·x_3^0.27131381828419254·x_4^-3.7113379310853754·x_5^3.4889573731538253·x_6^3.393329280150482·u_0^0.0·u_1^-2.2166607977350052·u_2^0.0 + x_0^-0.2795879727538111·x_1^-3.112694490546107·x_2^-0.7029808294946935·x_3^-4.925323844551018·x_4^-0.4102797910512166·x_5^-4.571617823394344·x_6^-1.5022638263442092·u_0^-2.062506149036883·u_1^-3.674666501612409·u_2^0.0 + x_0^-3.137472318402861·x_1^-0.4250091590049818·x_2^-1.7003276479953957·x_3^1.7484618685437328·x_4^2.2817286390201037·x_5^-4.990333600716975·x_6^0.16234635256991403·u_0^0.0·u_1^-4.0357444277932455·u_2^0.0 + x_0^-3.9233860701684318·x_1^1.824903609625661·x_2^2.406468368936978·x_3^1.3109298359111543·x_4^2.2406113906887644·x_5^-1.1980733620474728·x_6^-1.7816959142897493·u_0^-1.2943276915376973·u_1^0.0·u_2^0.0 + x_0^2.1770329410980995·x_1^1.3190776764250653·x_2^0.10086548638294257·x_3^0.27772812347665354·x_4^-0.08807719437533734·x_5^1.1920670925551002·x_6^4.3436906903687·u_0^0.0·u_1^0.0·u_2^3.1364292356275243 + x_0^-2.452880696096036·x_1^-0.45029425971216064·x_2^-4.944307410367532·x_3^3.8108478474311607·x_4^2.3163640894150026·x_5^-2.8063593528266018·x_6^4.003513296819808·u_0^0.0·u_1^0.0·u_2^4.380769679982905 + x_0^-0.7628011459394539·x_1^-1.6499685515649043·x_2^4.950900853849362·x_3^-3.303676799468512·x_4^-2.6243501590090212·x_5^1.4663763736308377·x_6^-0.9869846542207998·u_0^2.194031036762405·u_1^0.0·u_2^0.0 + x_0^-2.856819072163189·x_1^-3.848899215330847·x_2^3.7672018408728594·x_3^-0.8803910073196572·x_4^4.095639168209598·x_5^-0.06414191170809325·x_6^1.5912122209802622·u_0^3.2861070222326614·u_1^0.0·u_2^2.951228525703425 + x_0^4.725135973020931·x_1^-3.976239842185969·x_2^3.141829967887615·x_3^3.595272279029679·x_4^3.747398507772532·x_5^1.6140659016434276·x_6^0.38789042862661827·u_0^1.4037804884953509·u_1^0.0·u_2^1.4893767238057576 + x_0^-3.7304381967517464·x_1^-1.933025688582223·x_2^1.490823633075137·x_3^-4.916794058899766·x_4^2.3606092535808143·x_5^-4.138167272209177·x_6^-2.4560430657839474·u_0^0.0·u_1^0.0·u_2^2.8093126270147977 + x_0^3.8846043957347547·x_1^-0.8108688453154116·x_2^2.0356161559728045·x_3^4.5700918869665195·x_4^-2.0287375467145·x_5^-3.974952118019488·x_6^-1.9206483025592682·u_0^0.0·u_1^0.0·u_2^-2.12202135954005 + x_0^4.031189614370808·x_1^0.9925368847660145·x_2^-1.2678312668417413·x_3^-0.17460721704236093·x_4^1.5557279420368433·x_5^3.918843702189484·x_6^-3.1735079923117917·u_0^0.0·u_1^0.0·u_2^-4.974273647886782 + x_0^-4.310507398553939·x_1^-1.9628628113132827·x_2^-4.237636950471776·x_3^1.8491845059074805·x_4^2.376674706327666·x_5^0.07695604098545061·x_6^1.885798454488401·u_0^-0.8131008210679697·u_1^0.0·u_2^0.0 + x_0^-1.0965378565519845·x_1^4.457654023425656·x_2^4.391566075009553·x_3^-2.6292328837826915·x_4^4.264209748541175·x_5^-4.662815060124872·x_6^-0.14451449955259754·u_0^-4.033533714661944·u_1^0.0·u_2^0.0 + x_0^-3.9772104426568333·x_1^3.4019945932948517·x_2^-3.5697022616492036·x_3^2.3400371145587897·x_4^-3.144539176035882·x_5^4.483160414942702·x_6^2.665000483341405·u_0^2.0459705647079525·u_1^0.0·u_2^0.0 + x_0^0.11264990413052978·x_1^-2.251186516843501·x_2^3.634159862050147·x_3^0.35430328215178·x_4^-4.170697989622329·x_5^-0.08641004318950518·x_6^3.479384242881208·u_0^4.586750597757518·u_1^0.0·u_2^0.0 + x_0^-2.0854639695115185·x_1^-2.7745316353022496·x_2^2.745158923278085·x_3^0.29775533430899337·x_4^-0.23175870408303112·x_5^-2.8078691613003723·x_6^2.0513831906850317·u_0^-1.3999870088154154·u_1^0.0·u_2^-1.5863031837576518 + x_0^3.158064197731603·x_1^0.11103795916005055·x_2^-0.6275808435928019·x_3^4.558955951157932·x_4^-0.9309158056958093·x_5^3.789028333426783·x_6^-4.160442022935891·u_0^0.0·u_1^0.7560282842760713·u_2^0.0 + x_0^-3.449050841753766·x_1^-3.570401804713331·x_2^-4.42220835951634·x_3^3.421331207448329·x_4^-1.235640661685391·x_5^-2.391417084430042·x_6^-3.224079031332816·u_0^0.0·u_1^0.0·u_2^2.1940878124736214 + x_0^1.7674746663710916·x_1^-3.377904704399305·x_2^4.453057380322946·x_3^3.6129694988365646·x_4^0.3063491611528324·x_5^4.450637631812592·x_6^2.3905372054450797·u_0^2.8037768297267003·u_1^0.0·u_2^0.0 + x_0^-4.220169490917755·x_1^1.7740287905605392·x_2^-1.8696380739529692·x_3^-4.834189378678904·x_4^1.2184256804195934·x_5^4.834008763858918·x_6^1.085838420706997·u_0^0.0·u_1^2.8458006385939623·u_2^0.0 + x_0^4.344119057407646·x_1^0.8517983043134514·x_2^4.97523024968136·x_3^0.6206038360123314·x_4^-1.2608253395821842·x_5^-0.8316476336164538·x_6^-1.9076464177203798·u_0^0.0·u_1^0.0·u_2^-2.718218976256464)