Failed

run_tests.TestEquivalentPosynomials_mosek_conif.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_mosek_conif-20220329165818)

Error Message

Items in the first set but not the second: gpkit.Posynomial(u_2^2.3·x_10^2.5·x_6^3.2·x_4^3.7·x_14^4.1·x_11^4.5/x_8^4.6/x_2^4/x_15^3.4/x_5^2.6/x_13^2.5/x_12^2/x_1^1.7/x_3^1.3/x_7^0.67/x_9^0.5/x_0^0.0091 + x_1^0.042·x_0^0.11·x_2^2·x_11^2.5·x_12^2.6·x_15^2.8·x_14^3.7·x_5^4·x_8^4.2·x_4^4.4·x_3^4.7/x_7^4.8/x_10^4.2/x_6^2.6/x_9^2.5/x_13^0.99 + x_13^0.0091·x_10^0.093·x_0^0.54·x_12^1.7·x_5^2.3·x_2^2.6·x_6^2.9·x_11^3.5·x_4^4.4/x_15^5/x_14^4.8/x_9^4.5/x_3^3.9/x_8^3.5/x_7^3/x_1^2.4 + x_14^0.26·x_3^0.31·x_6^1.1·x_0^1.6·x_1^2·x_11^2.4·x_7^2.5·x_10^3.4·x_13^4.4·x_4^4.8/x_5^4.5/x_12^4.5/x_9^4/x_15^2.4/x_2^0.89/x_8^0.69 + x_13^0.43·x_9^0.67·x_10^1.7·x_0^1.9·x_5^2.3·x_15^3·x_4^4.3·x_3^4.5/x_2^4.9/x_1^3.9/x_11^3.4/u_0^3.4/x_12^3.1/x_8^2.8/x_7^2.7/x_14^1.5/x_6^1) Items in the second set but not the first: gpkit.Posynomial(x_1^0.57·x_4^1.1·x_13^2.4·x_6^2.8·x_11^3.9·x_0^3.9·x_10^4.2·x_15^4.2·x_9^4.4·x_8^4.5·x_5^4.6/x_3^4.1/x_2^2.4/x_14^1.9/u_1^1/x_12^0.66/x_7^0.11 + x_0^-3.4534322925262106·x_1^1.230426267380186·x_2^-3.4721357045955337·x_3^-1.0446003172381015·x_4^3.9082805983927305·x_5^-1.03491133107691·x_6^1.429203752541138·x_7^-2.395687711921075·x_8^1.9847770570424057·x_9^4.871889404298219·x_10^-3.0129875975573626·x_11^-0.7761512373023045·x_12^-0.3420451178665278·x_13^1.5701258664920825·x_14^-1.2760070701654733·x_15^4.769019337072486·u_0^0.0·u_1^-3.0320124857548496·u_2^0.0·u_3^0.0 + x_0^-0.00907743755285928·x_1^-1.6570956095436618·x_2^-4.007433333260218·x_3^-1.2730129993346493·x_4^3.689685207909461·x_5^-2.5782496484284456·x_6^3.2155280750376942·x_7^-0.671897272871691·x_8^-4.637069492735329·x_9^-0.49823450220551546·x_10^2.4763481903019704·x_11^4.537425035405668·x_12^-2.0082008282535013·x_13^-2.518003073612692·x_14^4.144610262920917·x_15^-3.3889184257544622·u_0^0.0·u_1^0.0·u_2^2.3250776154778774·u_3^0.0 + x_0^1.907578985604256·x_1^-3.9391359292067807·x_2^-4.897181639527557·x_3^4.4707029299311625·x_4^4.343041139871911·x_5^2.337908835110123·x_6^-1.0466858755350348·x_7^-2.724000488685716·x_8^-2.7714576175933168·x_9^0.6744994843478436·x_10^1.7231487344246696·x_11^-3.3914406810883824·x_12^-3.143183568600707·x_13^0.42691333532728226·x_14^-1.4533487915027274·x_15^3.030905417561975·u_0^-3.380201960860476·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^2.955322191374007·x_1^-4.600797094928218·x_2^-1.4684616102515213·x_3^4.083172158131443·x_4^2.548034167337283·x_5^2.1551536809199234·x_6^-0.900899489017486·x_7^3.3815465604313246·x_8^3.834593201919253·x_9^-3.2270851754596586·x_10^1.7149748704268886·x_11^1.862666024464266·x_12^-4.142112477329728·x_13^-4.100417932958461·x_14^0.10996447449207114·x_15^4.846940314880129·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-1.8785906113881679)

Stacktrace

Traceback (most recent call last):
  File "/Users/jenkins/workspace/CE_gplibrary_Push_research_models/mosek/robust/robust/testing/t_equivalent_posynomials.py", line 116, in test_correlated_monomials
    self.assertSetEqual(set(actual_posynomials), set(theoretical_posynomials))
AssertionError: Items in the first set but not the second:
gpkit.Posynomial(u_2^2.3·x_10^2.5·x_6^3.2·x_4^3.7·x_14^4.1·x_11^4.5/x_8^4.6/x_2^4/x_15^3.4/x_5^2.6/x_13^2.5/x_12^2/x_1^1.7/x_3^1.3/x_7^0.67/x_9^0.5/x_0^0.0091 + x_1^0.042·x_0^0.11·x_2^2·x_11^2.5·x_12^2.6·x_15^2.8·x_14^3.7·x_5^4·x_8^4.2·x_4^4.4·x_3^4.7/x_7^4.8/x_10^4.2/x_6^2.6/x_9^2.5/x_13^0.99 + x_13^0.0091·x_10^0.093·x_0^0.54·x_12^1.7·x_5^2.3·x_2^2.6·x_6^2.9·x_11^3.5·x_4^4.4/x_15^5/x_14^4.8/x_9^4.5/x_3^3.9/x_8^3.5/x_7^3/x_1^2.4 + x_14^0.26·x_3^0.31·x_6^1.1·x_0^1.6·x_1^2·x_11^2.4·x_7^2.5·x_10^3.4·x_13^4.4·x_4^4.8/x_5^4.5/x_12^4.5/x_9^4/x_15^2.4/x_2^0.89/x_8^0.69 + x_13^0.43·x_9^0.67·x_10^1.7·x_0^1.9·x_5^2.3·x_15^3·x_4^4.3·x_3^4.5/x_2^4.9/x_1^3.9/x_11^3.4/u_0^3.4/x_12^3.1/x_8^2.8/x_7^2.7/x_14^1.5/x_6^1)
Items in the second set but not the first:
gpkit.Posynomial(x_1^0.57·x_4^1.1·x_13^2.4·x_6^2.8·x_11^3.9·x_0^3.9·x_10^4.2·x_15^4.2·x_9^4.4·x_8^4.5·x_5^4.6/x_3^4.1/x_2^2.4/x_14^1.9/u_1^1/x_12^0.66/x_7^0.11 + x_0^-3.4534322925262106·x_1^1.230426267380186·x_2^-3.4721357045955337·x_3^-1.0446003172381015·x_4^3.9082805983927305·x_5^-1.03491133107691·x_6^1.429203752541138·x_7^-2.395687711921075·x_8^1.9847770570424057·x_9^4.871889404298219·x_10^-3.0129875975573626·x_11^-0.7761512373023045·x_12^-0.3420451178665278·x_13^1.5701258664920825·x_14^-1.2760070701654733·x_15^4.769019337072486·u_0^0.0·u_1^-3.0320124857548496·u_2^0.0·u_3^0.0 + x_0^-0.00907743755285928·x_1^-1.6570956095436618·x_2^-4.007433333260218·x_3^-1.2730129993346493·x_4^3.689685207909461·x_5^-2.5782496484284456·x_6^3.2155280750376942·x_7^-0.671897272871691·x_8^-4.637069492735329·x_9^-0.49823450220551546·x_10^2.4763481903019704·x_11^4.537425035405668·x_12^-2.0082008282535013·x_13^-2.518003073612692·x_14^4.144610262920917·x_15^-3.3889184257544622·u_0^0.0·u_1^0.0·u_2^2.3250776154778774·u_3^0.0 + x_0^1.907578985604256·x_1^-3.9391359292067807·x_2^-4.897181639527557·x_3^4.4707029299311625·x_4^4.343041139871911·x_5^2.337908835110123·x_6^-1.0466858755350348·x_7^-2.724000488685716·x_8^-2.7714576175933168·x_9^0.6744994843478436·x_10^1.7231487344246696·x_11^-3.3914406810883824·x_12^-3.143183568600707·x_13^0.42691333532728226·x_14^-1.4533487915027274·x_15^3.030905417561975·u_0^-3.380201960860476·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^2.955322191374007·x_1^-4.600797094928218·x_2^-1.4684616102515213·x_3^4.083172158131443·x_4^2.548034167337283·x_5^2.1551536809199234·x_6^-0.900899489017486·x_7^3.3815465604313246·x_8^3.834593201919253·x_9^-3.2270851754596586·x_10^1.7149748704268886·x_11^1.862666024464266·x_12^-4.142112477329728·x_13^-4.100417932958461·x_14^0.10996447449207114·x_15^4.846940314880129·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-1.8785906113881679)