Failed

run_tests.TestEquivalentPosynomials_mosek_conif.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_mosek_conif-20220108184802)

Error Message

Items in the first set but not the second: gpkit.Posynomial(x_12^0.16·x_4^0.88·x_9^1.3·x_10^1.6·x_8^2.4·x_1^4.4·x_11^4.5·x_5^4.7/x_3^4.2/x_2^1.7/x_7^1.5/x_0^1.3/x_6^0.35 + x_12^1.5·x_8^3.2·x_2^4.4·x_4^4.8/x_7^4.5/x_3^3.6/x_1^3.6/x_10^3.4/x_5^2.9/x_0^2.4/x_6^2.2/x_9^1.4/x_11^0.54/u_1^0.43 + x_4^1.1·x_12^2.3·x_9^2.9·x_5^3.2/x_3^4.8/x_6^4.7/x_8^4.1/x_10^3.7/x_0^3/x_2^1.1/x_7^0.91/x_11^0.64/x_1^0.13) gpkit.Posynomial(x_12^1·x_4^1.2·x_11^1.2·x_10^2.3·x_3^3.5/u_2^4.8/x_7^4.6/x_9^4.5/x_8^2.9/x_1^2.8/x_6^1.7/x_5^1.6/x_0^0.55/x_2^0.025 + x_6^1.8·x_1^2·x_4^2.5·x_2^3.5·x_11^3.9·x_9^4.1·x_8^4.2·x_12^4.7/x_10^2.8/x_7^2.6/x_0^1.9/x_5^1.3/x_3^0.15 + u_2^0.07·x_1^0.32·x_3^1.3·x_11^2.1·x_6^3.3·x_4^3.9·x_7^4.2/x_2^4.5/x_8^3.7/x_10^3/x_0^2.2/x_12^2.1/x_9^2.1/x_5^0.46 + x_5^0.26·x_6^0.84·x_3^2.3·x_4^2.8·x_8^4.9/x_1^4.9/x_10^4.5/x_7^4.2/x_9^4.2/x_12^2.5/x_0^2.2/x_2^1.6/x_11^0.17 + x_6^0.49·x_4^1.9·x_11^3.7·x_12^4.3·x_10^4.6/x_1^4.9/x_8^4.4/x_9^3.4/x_0^3.1/x_7^2.8/x_3^2.1/x_2^1.4/x_5^1.3 + u_3^0.57·x_3^1.2·x_6^2.3·u_1^2.8·x_4^3·x_9^3.6·x_11^4.1/x_5^4.7/x_0^4.1/x_8^3.2/x_2^2.6/u_2^2.6/x_12^2.5/x_1^2.2/x_7^1.8/x_10^1.2 + x_3^2.1·x_7^2.2·x_2^2.7·x_8^3.4·x_1^3.5·x_6^3.6·x_0^3.6·x_5^3.7·x_9^3.7·x_11^4.1/x_12^4.8/x_10^3.6/x_4^3.4/u_1^1.6) Items in the second set but not the first: gpkit.Posynomial(x_12^1.5·x_8^3.2·x_2^4.4·x_4^4.8/x_7^4.5/x_3^3.6/x_1^3.6/x_10^3.4/x_5^2.9/x_0^2.4/x_6^2.2/x_9^1.4/x_11^0.54/u_1^0.43 + x_0^-0.5477971019031092·x_1^-2.8438759182915776·x_2^-0.024967927837339587·x_3^3.5075769709524707·x_4^1.1727540161312842·x_5^-1.6083221284992524·x_6^-1.668396765101836·x_7^-4.5975635795788445·x_8^-2.867413152164884·x_9^-4.548006664143864·x_10^2.2573651177290834·x_11^1.227777945759506·x_12^1.0413645787775465·u_0^0.0·u_1^0.0·u_2^-4.77754349336771·u_3^0.0·u_4^0.0 + x_0^0.910654833490339·x_1^2.968927834999513·x_2^-0.3501084701850221·x_3^-0.6089259962083284·x_4^0.5566093454741452·x_5^1.5099664765850305·x_6^-4.428978157090212·x_7^-4.498820268534814·x_8^-2.079513670734656·x_9^-0.1990964563107358·x_10^-3.134926334885866·x_11^0.8316356252763768·x_12^1.1204268030067386·u_0^0.0·u_1^0.0·u_2^0.4300820554238405·u_3^0.0·u_4^0.0 + x_0^3.6313463673514477·x_1^3.499903954415119·x_2^2.683326736641164·x_3^2.12249816699031·x_4^-3.3856531923336464·x_5^3.671737617862483·x_6^3.593108689349261·x_7^2.235412138212082·x_8^3.383517957949177·x_9^3.735952975552374·x_10^-3.5687774699610433·x_11^4.129036855495077·x_12^-4.802645700843314·u_0^0.0·u_1^-1.564487955637689·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^-4.123394535056287·x_1^-2.2131817576736545·x_2^-2.587961922188524·x_3^1.1664724667124862·x_4^2.9523878498340093·x_5^-4.7215421835330975·x_6^2.2525036055640086·x_7^-1.8284170251818166·x_8^-3.2324826136113582·x_9^3.609916700382671·x_10^-1.162727199992478·x_11^4.066123030284894·x_12^-2.507251944580621·u_0^0.0·u_1^2.809531790551115·u_2^-2.578519202189044·u_3^0.5738826940349379·u_4^0.0 + x_0^4.983313010943771·x_1^-4.5964169012629466·x_2^-3.462585082785943·x_3^2.81635733247999·x_4^-2.0179789707961904·x_5^-3.22396163606262·x_6^4.605000206830368·x_7^-0.48724199664511403·x_8^4.2581932818672446·x_9^-2.462611321446718·x_10^-3.805094811242494·x_11^-2.6036980175372104·x_12^2.419548785498053·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-2.8979333088524104·u_4^0.0 + x_0^-2.1667481959815516·x_1^0.31865739900288403·x_2^-4.5345442962467715·x_3^1.3032596266094254·x_4^3.941016511020356·x_5^-0.4626019414131193·x_6^3.3070137903105774·x_7^4.222988867893239·x_8^-3.66535706432734·x_9^-2.0767088817849766·x_10^-3.025475655121521·x_11^2.062623484516269·x_12^-2.0774128275669845·u_0^0.0·u_1^0.0·u_2^0.07025713868104744·u_3^0.0·u_4^0.0) gpkit.Posynomial(u_4^3·x_1^3.5·x_4^3.9/x_2^4.9/x_10^4.9/x_6^4/x_9^3.8/x_11^3.4/x_3^3/x_5^3/x_0^2.8/x_8^1.9/x_7^1.4/x_12^0.17 + x_0^-4.011870546209141·x_1^-4.722115497571501·x_2^-1.350733305033284·x_3^-0.6906509822072309·x_4^-4.671444897877058·x_5^-2.744454665865017·x_6^0.8184307163268203·x_7^-2.981530374011787·x_8^0.9335798138314448·x_9^3.7950161252436043·x_10^-0.9484068263879752·x_11^-1.2817985878533023·x_12^1.8246139409071924·u_0^0.0·u_1^0.0·u_2^0.0·u_3^0.0·u_4^-3.3164960632749567 + x_0^0.2324812744713629·x_1^-0.770237680499811·x_2^1.8863732482028492·x_3^-1.3035236727657704·x_4^-4.992164122018986·x_5^-3.7678037231703088·x_6^2.1189980375988258·x_7^1.2264416531990099·x_8^-4.418877157195816·x_9^-3.6464577139082612·x_10^2.911187319783761·x_11^0.2357057577976125·x_12^1.9809338782629755·u_0^0.0·u_1^0.0·u_2^0.0·u_3^0.0·u_4^-1.1303255138868928)

Stacktrace

Traceback (most recent call last):
  File "/jenkins/workspace/CE_gpkit_PR_research_models/buildnode/reynolds/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(x_12^0.16·x_4^0.88·x_9^1.3·x_10^1.6·x_8^2.4·x_1^4.4·x_11^4.5·x_5^4.7/x_3^4.2/x_2^1.7/x_7^1.5/x_0^1.3/x_6^0.35 + x_12^1.5·x_8^3.2·x_2^4.4·x_4^4.8/x_7^4.5/x_3^3.6/x_1^3.6/x_10^3.4/x_5^2.9/x_0^2.4/x_6^2.2/x_9^1.4/x_11^0.54/u_1^0.43 + x_4^1.1·x_12^2.3·x_9^2.9·x_5^3.2/x_3^4.8/x_6^4.7/x_8^4.1/x_10^3.7/x_0^3/x_2^1.1/x_7^0.91/x_11^0.64/x_1^0.13)
gpkit.Posynomial(x_12^1·x_4^1.2·x_11^1.2·x_10^2.3·x_3^3.5/u_2^4.8/x_7^4.6/x_9^4.5/x_8^2.9/x_1^2.8/x_6^1.7/x_5^1.6/x_0^0.55/x_2^0.025 + x_6^1.8·x_1^2·x_4^2.5·x_2^3.5·x_11^3.9·x_9^4.1·x_8^4.2·x_12^4.7/x_10^2.8/x_7^2.6/x_0^1.9/x_5^1.3/x_3^0.15 + u_2^0.07·x_1^0.32·x_3^1.3·x_11^2.1·x_6^3.3·x_4^3.9·x_7^4.2/x_2^4.5/x_8^3.7/x_10^3/x_0^2.2/x_12^2.1/x_9^2.1/x_5^0.46 + x_5^0.26·x_6^0.84·x_3^2.3·x_4^2.8·x_8^4.9/x_1^4.9/x_10^4.5/x_7^4.2/x_9^4.2/x_12^2.5/x_0^2.2/x_2^1.6/x_11^0.17 + x_6^0.49·x_4^1.9·x_11^3.7·x_12^4.3·x_10^4.6/x_1^4.9/x_8^4.4/x_9^3.4/x_0^3.1/x_7^2.8/x_3^2.1/x_2^1.4/x_5^1.3 + u_3^0.57·x_3^1.2·x_6^2.3·u_1^2.8·x_4^3·x_9^3.6·x_11^4.1/x_5^4.7/x_0^4.1/x_8^3.2/x_2^2.6/u_2^2.6/x_12^2.5/x_1^2.2/x_7^1.8/x_10^1.2 + x_3^2.1·x_7^2.2·x_2^2.7·x_8^3.4·x_1^3.5·x_6^3.6·x_0^3.6·x_5^3.7·x_9^3.7·x_11^4.1/x_12^4.8/x_10^3.6/x_4^3.4/u_1^1.6)
Items in the second set but not the first:
gpkit.Posynomial(x_12^1.5·x_8^3.2·x_2^4.4·x_4^4.8/x_7^4.5/x_3^3.6/x_1^3.6/x_10^3.4/x_5^2.9/x_0^2.4/x_6^2.2/x_9^1.4/x_11^0.54/u_1^0.43 + x_0^-0.5477971019031092·x_1^-2.8438759182915776·x_2^-0.024967927837339587·x_3^3.5075769709524707·x_4^1.1727540161312842·x_5^-1.6083221284992524·x_6^-1.668396765101836·x_7^-4.5975635795788445·x_8^-2.867413152164884·x_9^-4.548006664143864·x_10^2.2573651177290834·x_11^1.227777945759506·x_12^1.0413645787775465·u_0^0.0·u_1^0.0·u_2^-4.77754349336771·u_3^0.0·u_4^0.0 + x_0^0.910654833490339·x_1^2.968927834999513·x_2^-0.3501084701850221·x_3^-0.6089259962083284·x_4^0.5566093454741452·x_5^1.5099664765850305·x_6^-4.428978157090212·x_7^-4.498820268534814·x_8^-2.079513670734656·x_9^-0.1990964563107358·x_10^-3.134926334885866·x_11^0.8316356252763768·x_12^1.1204268030067386·u_0^0.0·u_1^0.0·u_2^0.4300820554238405·u_3^0.0·u_4^0.0 + x_0^3.6313463673514477·x_1^3.499903954415119·x_2^2.683326736641164·x_3^2.12249816699031·x_4^-3.3856531923336464·x_5^3.671737617862483·x_6^3.593108689349261·x_7^2.235412138212082·x_8^3.383517957949177·x_9^3.735952975552374·x_10^-3.5687774699610433·x_11^4.129036855495077·x_12^-4.802645700843314·u_0^0.0·u_1^-1.564487955637689·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^-4.123394535056287·x_1^-2.2131817576736545·x_2^-2.587961922188524·x_3^1.1664724667124862·x_4^2.9523878498340093·x_5^-4.7215421835330975·x_6^2.2525036055640086·x_7^-1.8284170251818166·x_8^-3.2324826136113582·x_9^3.609916700382671·x_10^-1.162727199992478·x_11^4.066123030284894·x_12^-2.507251944580621·u_0^0.0·u_1^2.809531790551115·u_2^-2.578519202189044·u_3^0.5738826940349379·u_4^0.0 + x_0^4.983313010943771·x_1^-4.5964169012629466·x_2^-3.462585082785943·x_3^2.81635733247999·x_4^-2.0179789707961904·x_5^-3.22396163606262·x_6^4.605000206830368·x_7^-0.48724199664511403·x_8^4.2581932818672446·x_9^-2.462611321446718·x_10^-3.805094811242494·x_11^-2.6036980175372104·x_12^2.419548785498053·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-2.8979333088524104·u_4^0.0 + x_0^-2.1667481959815516·x_1^0.31865739900288403·x_2^-4.5345442962467715·x_3^1.3032596266094254·x_4^3.941016511020356·x_5^-0.4626019414131193·x_6^3.3070137903105774·x_7^4.222988867893239·x_8^-3.66535706432734·x_9^-2.0767088817849766·x_10^-3.025475655121521·x_11^2.062623484516269·x_12^-2.0774128275669845·u_0^0.0·u_1^0.0·u_2^0.07025713868104744·u_3^0.0·u_4^0.0)
gpkit.Posynomial(u_4^3·x_1^3.5·x_4^3.9/x_2^4.9/x_10^4.9/x_6^4/x_9^3.8/x_11^3.4/x_3^3/x_5^3/x_0^2.8/x_8^1.9/x_7^1.4/x_12^0.17 + x_0^-4.011870546209141·x_1^-4.722115497571501·x_2^-1.350733305033284·x_3^-0.6906509822072309·x_4^-4.671444897877058·x_5^-2.744454665865017·x_6^0.8184307163268203·x_7^-2.981530374011787·x_8^0.9335798138314448·x_9^3.7950161252436043·x_10^-0.9484068263879752·x_11^-1.2817985878533023·x_12^1.8246139409071924·u_0^0.0·u_1^0.0·u_2^0.0·u_3^0.0·u_4^-3.3164960632749567 + x_0^0.2324812744713629·x_1^-0.770237680499811·x_2^1.8863732482028492·x_3^-1.3035236727657704·x_4^-4.992164122018986·x_5^-3.7678037231703088·x_6^2.1189980375988258·x_7^1.2264416531990099·x_8^-4.418877157195816·x_9^-3.6464577139082612·x_10^2.911187319783761·x_11^0.2357057577976125·x_12^1.9809338782629755·u_0^0.0·u_1^0.0·u_2^0.0·u_3^0.0·u_4^-1.1303255138868928)