Failed

run_tests.TestEquivalentPosynomials_mosek_cli.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_mosek_cli-20220302153805)

Failing for the past 1 build (Since #499 )
Took 32 ms.

Error Message

Items in the first set but not the second: gpkit.Posynomial(x_3^0.093·x_13^2.3·x_6^3.2·x_4^3.4·x_10^4.1·x_8^4.7·x_11^4.9/x_14^4.5/x_1^3.8/x_5^3.7/x_7^1.4/x_0^0.67/x_2^0.62/x_9^0.59/x_12^0.38 + x_9^0.41·u_1^0.53·x_1^0.63·x_2^1.4·x_14^1.4·x_8^1.8·x_13^2/x_3^4/x_5^3.8/x_7^3.1/x_6^2.6/x_10^2.5/x_12^2.1/x_4^2/x_11^2/x_0^0.94 + x_10^0.36·x_12^0.53·x_2^0.86·x_8^2.1·x_11^2.4·x_14^3.5·x_7^4.1/x_4^4.6/x_6^4.5/x_3^2.8/x_9^2.5/x_5^2.5/x_1^2.4/x_0^1.4/x_13^0.29 + x_9^0.83·x_1^2·x_4^2.7·x_3^3.9·x_6^4.2·x_12^4.3·x_7^4.4/x_8^5/x_11^4.5/x_13^3.8/x_2^2.9/x_0^1.4/u_2^0.82/x_10^0.76/x_14^0.49/x_5^0.25 + x_13^0.51·x_12^0.51·x_9^1.2·x_1^1.2·x_4^2.3·x_2^3.1·x_3^4.5/x_6^4.9/x_0^4.1/x_11^3.9/x_8^3.2/u_3^2.4/x_7^1.8/x_10^1.1/x_14^0.87/x_5^0.33 + x_9^0.63·x_11^0.73·x_10^0.75·u_3^1.8·x_14^2.4·x_2^2.8·x_4^3·x_3^4.2·x_1^4.2·x_6^4.6/x_0^4.2/x_12^3.7/x_13^2.4/x_8^1.3/x_5^1.2/u_1^1/x_7^0.52 + x_0^0.4·x_8^1.5·x_5^1.8·x_11^2.4·x_10^3.5/x_7^4.3/x_12^4.1/x_6^3.9/x_4^3.8/u_3^3.1/x_9^2.4/x_2^2.1/x_13^1.4/x_14^1.3/x_1^0.31/x_3^0.23 + x_13^0.92·x_0^1.4·x_3^2.7·x_8^3.2/x_14^4.8/x_11^3.2/x_7^3.1/x_12^2.9/x_6^2.5/x_9^2.1/x_1^2/x_10^1.6/x_4^0.98/x_5^0.21/x_2^0.079 + x_7^0.99·x_0^1.6·x_1^2·x_11^3.1·x_2^3.5·x_4^3.8·x_9^4.1·x_6^4.6/x_8^4.1/x_5^3.3/x_12^2.6/x_3^2.3/x_13^1.6/x_10^1.1/x_14^0.42 + u_0^1·x_0^2·x_3^2.1·x_8^2.7·x_10^2.9·x_7^3·x_9^3.1·x_6^4·x_11^4.2·x_2^4.6/x_13^4.8/x_14^3.7/x_4^3.4/x_1^1.2/x_5^0.44/x_12^0.16 + x_4^0.31·x_2^0.36·x_8^0.61·x_14^1.5·x_5^2.1·x_3^4.6·x_0^4.7/x_9^4.8/x_7^4.7/x_11^4.5/x_13^4/x_6^3.5/x_1^0.99/x_12^0.29/x_10^0.27) Items in the second set but not the first: gpkit.Posynomial(x_14^0.44·x_8^1.1·x_4^2.3·x_1^2.8·x_10^2.8·u_0^4·x_12^4.3·x_0^4.4/x_9^4.7/x_6^4.5/x_13^3/x_11^2.5/x_7^2.2/x_5^2/x_2^1/x_3^0.7 + x_0^0.3981760310030076·x_1^-0.307044267524315·x_2^-2.0763465616030174·x_3^-0.23280139844900383·x_4^-3.7809260312998205·x_5^1.834017302948804·x_6^-3.937024021496379·x_7^-4.275269692061222·x_8^1.5283805565509825·x_9^-2.4445177830403964·x_10^3.4676071456358297·x_11^2.4069273175212036·x_12^-4.1260777321096604·x_13^-1.3637264459345344·x_14^-1.294169353905498·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-3.108640133742796 + x_0^-0.10947559103222648·x_1^-2.929039072547103·x_2^-2.098439023620391·x_3^4.837225840874705·x_4^-1.3577785760269148·x_5^1.1101659718146735·x_6^2.889832094428809·x_7^4.868125004328249·x_8^-1.5634819102178952·x_9^4.453783651826251·x_10^-0.7487294213647431·x_11^-1.23785905796433·x_12^-1.3269478103481025·x_13^4.298535545188635·x_14^4.582633425518093·u_0^0.0·u_1^-1.2292312038096802·u_2^0.0·u_3^0.0 + x_0^-4.194174962793193·x_1^4.239244103867719·x_2^2.769700491865727·x_3^4.1781461534245015·x_4^3.001406852341953·x_5^-1.19497297068474·x_6^4.6411566339663715·x_7^-0.5206204410667361·x_8^-1.2501457713482358·x_9^0.6288612251487375·x_10^0.7523679852653808·x_11^0.7324511870342008·x_12^-3.6979126147633123·x_13^-2.3868489312419006·x_14^2.3996425193782747·u_0^0.0·u_1^-1.0202770017592049·u_2^0.0·u_3^1.7633326440683983 + x_0^3.1134826951367387·x_1^1.39995279307327·x_2^-2.049398349064048·x_3^2.481502304712259·x_4^-1.2039041203208676·x_5^-3.4580562838551687·x_6^-4.536834274290137·x_7^1.2687603753211825·x_8^-3.9449623569678947·x_9^1.6616165562890242·x_10^2.4278416441921635·x_11^-4.4355976634772185·x_12^4.567238973999432·x_13^3.358481865191864·x_14^0.9827548895157578·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-2.8669825543070067 + x_0^-4.050195611445988·x_1^1.2432656580895882·x_2^3.1196103065499177·x_3^4.542293801676658·x_4^2.314282418751991·x_5^-0.33400951092187725·x_6^-4.935239659574682·x_7^-1.7598182023279962·x_8^-3.2394577215217413·x_9^1.1942534676571608·x_10^-1.0969957234735594·x_11^-3.908701509233683·x_12^0.5147978947354837·x_13^0.5129877456564591·x_14^-0.8710466109761654·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-2.4429842114991436 + x_0^3.2357513363326404·x_1^-3.2409453793464182·x_2^4.165137817312045·x_3^4.58798349754429·x_4^-0.08319263093960849·x_5^-1.1132350999056815·x_6^0.478169727141605·x_7^-0.8091216219151187·x_8^-3.4834989299825403·x_9^1.0828601013035·x_10^3.7723600204202583·x_11^-3.6463663032651117·x_12^3.59199965465268·x_13^-1.6574469411286752·x_14^3.3703289804703953·u_0^-1.7629380236026733·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^2.0401818319745644·x_1^-1.2447090637371918·x_2^4.619089451714473·x_3^2.050784009166593·x_4^-3.4090055197563442·x_5^-0.4385607166129857·x_6^3.966920686359071·x_7^3.016800039791617·x_8^2.652198301748669·x_9^3.1317846605392923·x_10^2.884356290558885·x_11^4.187895143826921·x_12^-0.15926187071885867·x_13^-4.841771062487814·x_14^-3.6667395402674363·u_0^1.002026325431868·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-2.642752611229465·x_1^2.6197083357335895·x_2^4.927764772690296·x_3^-4.565166455902131·x_4^3.5760718695598435·x_5^-4.958449778476584·x_6^0.05727454239092644·x_7^1.433199553957353·x_8^-1.993048411179279·x_9^1.8306884804981927·x_10^2.98223121302033·x_11^-4.480360536139866·x_12^2.867946239924816·x_13^-2.206978235621695·x_14^1.2055419050971832·u_0^0.0·u_1^-4.760508815566944·u_2^0.0·u_3^0.0 + x_0^-0.9397043428108596·x_1^0.6334371442593749·x_2^1.3540672460858802·x_3^-3.9714279859135337·x_4^-2.0287569021748997·x_5^-3.8346823675677246·x_6^-2.5619422950288797·x_7^-3.091187051661098·x_8^1.848683046125668·x_9^0.40820154145335596·x_10^-2.456327271667936·x_11^-1.9876617037385569·x_12^-2.145585837940164·x_13^2.0014610359307516·x_14^1.369309307180485·u_0^0.0·u_1^0.5289374086843146·u_2^0.0·u_3^0.0 + x_0^3.4558576316914795·x_1^-2.9736029886693616·x_2^4.378603222318864·x_3^-0.8135766252411383·x_4^-0.24844908369770202·x_5^-1.3193052195281672·x_6^-0.4877354513597396·x_7^4.623644360882903·x_8^-0.6349453475646882·x_9^-4.83259950386481·x_10^-3.6285804369212507·x_11^4.8823131257417725·x_12^-0.378049568000689·x_13^-0.92508255844837·x_14^-2.436994019435029·u_0^-4.17413597954781·u_1^-3.756683412325739·u_2^0.0·u_3^0.0)

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_3^0.093·x_13^2.3·x_6^3.2·x_4^3.4·x_10^4.1·x_8^4.7·x_11^4.9/x_14^4.5/x_1^3.8/x_5^3.7/x_7^1.4/x_0^0.67/x_2^0.62/x_9^0.59/x_12^0.38 + x_9^0.41·u_1^0.53·x_1^0.63·x_2^1.4·x_14^1.4·x_8^1.8·x_13^2/x_3^4/x_5^3.8/x_7^3.1/x_6^2.6/x_10^2.5/x_12^2.1/x_4^2/x_11^2/x_0^0.94 + x_10^0.36·x_12^0.53·x_2^0.86·x_8^2.1·x_11^2.4·x_14^3.5·x_7^4.1/x_4^4.6/x_6^4.5/x_3^2.8/x_9^2.5/x_5^2.5/x_1^2.4/x_0^1.4/x_13^0.29 + x_9^0.83·x_1^2·x_4^2.7·x_3^3.9·x_6^4.2·x_12^4.3·x_7^4.4/x_8^5/x_11^4.5/x_13^3.8/x_2^2.9/x_0^1.4/u_2^0.82/x_10^0.76/x_14^0.49/x_5^0.25 + x_13^0.51·x_12^0.51·x_9^1.2·x_1^1.2·x_4^2.3·x_2^3.1·x_3^4.5/x_6^4.9/x_0^4.1/x_11^3.9/x_8^3.2/u_3^2.4/x_7^1.8/x_10^1.1/x_14^0.87/x_5^0.33 + x_9^0.63·x_11^0.73·x_10^0.75·u_3^1.8·x_14^2.4·x_2^2.8·x_4^3·x_3^4.2·x_1^4.2·x_6^4.6/x_0^4.2/x_12^3.7/x_13^2.4/x_8^1.3/x_5^1.2/u_1^1/x_7^0.52 + x_0^0.4·x_8^1.5·x_5^1.8·x_11^2.4·x_10^3.5/x_7^4.3/x_12^4.1/x_6^3.9/x_4^3.8/u_3^3.1/x_9^2.4/x_2^2.1/x_13^1.4/x_14^1.3/x_1^0.31/x_3^0.23 + x_13^0.92·x_0^1.4·x_3^2.7·x_8^3.2/x_14^4.8/x_11^3.2/x_7^3.1/x_12^2.9/x_6^2.5/x_9^2.1/x_1^2/x_10^1.6/x_4^0.98/x_5^0.21/x_2^0.079 + x_7^0.99·x_0^1.6·x_1^2·x_11^3.1·x_2^3.5·x_4^3.8·x_9^4.1·x_6^4.6/x_8^4.1/x_5^3.3/x_12^2.6/x_3^2.3/x_13^1.6/x_10^1.1/x_14^0.42 + u_0^1·x_0^2·x_3^2.1·x_8^2.7·x_10^2.9·x_7^3·x_9^3.1·x_6^4·x_11^4.2·x_2^4.6/x_13^4.8/x_14^3.7/x_4^3.4/x_1^1.2/x_5^0.44/x_12^0.16 + x_4^0.31·x_2^0.36·x_8^0.61·x_14^1.5·x_5^2.1·x_3^4.6·x_0^4.7/x_9^4.8/x_7^4.7/x_11^4.5/x_13^4/x_6^3.5/x_1^0.99/x_12^0.29/x_10^0.27)
Items in the second set but not the first:
gpkit.Posynomial(x_14^0.44·x_8^1.1·x_4^2.3·x_1^2.8·x_10^2.8·u_0^4·x_12^4.3·x_0^4.4/x_9^4.7/x_6^4.5/x_13^3/x_11^2.5/x_7^2.2/x_5^2/x_2^1/x_3^0.7 + x_0^0.3981760310030076·x_1^-0.307044267524315·x_2^-2.0763465616030174·x_3^-0.23280139844900383·x_4^-3.7809260312998205·x_5^1.834017302948804·x_6^-3.937024021496379·x_7^-4.275269692061222·x_8^1.5283805565509825·x_9^-2.4445177830403964·x_10^3.4676071456358297·x_11^2.4069273175212036·x_12^-4.1260777321096604·x_13^-1.3637264459345344·x_14^-1.294169353905498·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-3.108640133742796 + x_0^-0.10947559103222648·x_1^-2.929039072547103·x_2^-2.098439023620391·x_3^4.837225840874705·x_4^-1.3577785760269148·x_5^1.1101659718146735·x_6^2.889832094428809·x_7^4.868125004328249·x_8^-1.5634819102178952·x_9^4.453783651826251·x_10^-0.7487294213647431·x_11^-1.23785905796433·x_12^-1.3269478103481025·x_13^4.298535545188635·x_14^4.582633425518093·u_0^0.0·u_1^-1.2292312038096802·u_2^0.0·u_3^0.0 + x_0^-4.194174962793193·x_1^4.239244103867719·x_2^2.769700491865727·x_3^4.1781461534245015·x_4^3.001406852341953·x_5^-1.19497297068474·x_6^4.6411566339663715·x_7^-0.5206204410667361·x_8^-1.2501457713482358·x_9^0.6288612251487375·x_10^0.7523679852653808·x_11^0.7324511870342008·x_12^-3.6979126147633123·x_13^-2.3868489312419006·x_14^2.3996425193782747·u_0^0.0·u_1^-1.0202770017592049·u_2^0.0·u_3^1.7633326440683983 + x_0^3.1134826951367387·x_1^1.39995279307327·x_2^-2.049398349064048·x_3^2.481502304712259·x_4^-1.2039041203208676·x_5^-3.4580562838551687·x_6^-4.536834274290137·x_7^1.2687603753211825·x_8^-3.9449623569678947·x_9^1.6616165562890242·x_10^2.4278416441921635·x_11^-4.4355976634772185·x_12^4.567238973999432·x_13^3.358481865191864·x_14^0.9827548895157578·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-2.8669825543070067 + x_0^-4.050195611445988·x_1^1.2432656580895882·x_2^3.1196103065499177·x_3^4.542293801676658·x_4^2.314282418751991·x_5^-0.33400951092187725·x_6^-4.935239659574682·x_7^-1.7598182023279962·x_8^-3.2394577215217413·x_9^1.1942534676571608·x_10^-1.0969957234735594·x_11^-3.908701509233683·x_12^0.5147978947354837·x_13^0.5129877456564591·x_14^-0.8710466109761654·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-2.4429842114991436 + x_0^3.2357513363326404·x_1^-3.2409453793464182·x_2^4.165137817312045·x_3^4.58798349754429·x_4^-0.08319263093960849·x_5^-1.1132350999056815·x_6^0.478169727141605·x_7^-0.8091216219151187·x_8^-3.4834989299825403·x_9^1.0828601013035·x_10^3.7723600204202583·x_11^-3.6463663032651117·x_12^3.59199965465268·x_13^-1.6574469411286752·x_14^3.3703289804703953·u_0^-1.7629380236026733·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^2.0401818319745644·x_1^-1.2447090637371918·x_2^4.619089451714473·x_3^2.050784009166593·x_4^-3.4090055197563442·x_5^-0.4385607166129857·x_6^3.966920686359071·x_7^3.016800039791617·x_8^2.652198301748669·x_9^3.1317846605392923·x_10^2.884356290558885·x_11^4.187895143826921·x_12^-0.15926187071885867·x_13^-4.841771062487814·x_14^-3.6667395402674363·u_0^1.002026325431868·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-2.642752611229465·x_1^2.6197083357335895·x_2^4.927764772690296·x_3^-4.565166455902131·x_4^3.5760718695598435·x_5^-4.958449778476584·x_6^0.05727454239092644·x_7^1.433199553957353·x_8^-1.993048411179279·x_9^1.8306884804981927·x_10^2.98223121302033·x_11^-4.480360536139866·x_12^2.867946239924816·x_13^-2.206978235621695·x_14^1.2055419050971832·u_0^0.0·u_1^-4.760508815566944·u_2^0.0·u_3^0.0 + x_0^-0.9397043428108596·x_1^0.6334371442593749·x_2^1.3540672460858802·x_3^-3.9714279859135337·x_4^-2.0287569021748997·x_5^-3.8346823675677246·x_6^-2.5619422950288797·x_7^-3.091187051661098·x_8^1.848683046125668·x_9^0.40820154145335596·x_10^-2.456327271667936·x_11^-1.9876617037385569·x_12^-2.145585837940164·x_13^2.0014610359307516·x_14^1.369309307180485·u_0^0.0·u_1^0.5289374086843146·u_2^0.0·u_3^0.0 + x_0^3.4558576316914795·x_1^-2.9736029886693616·x_2^4.378603222318864·x_3^-0.8135766252411383·x_4^-0.24844908369770202·x_5^-1.3193052195281672·x_6^-0.4877354513597396·x_7^4.623644360882903·x_8^-0.6349453475646882·x_9^-4.83259950386481·x_10^-3.6285804369212507·x_11^4.8823131257417725·x_12^-0.378049568000689·x_13^-0.92508255844837·x_14^-2.436994019435029·u_0^-4.17413597954781·u_1^-3.756683412325739·u_2^0.0·u_3^0.0)