Failed

run_tests.TestEquivalentPosynomials_cvxopt.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_cvxopt-20220329204838)

Error Message

Items in the first set but not the second: gpkit.Posynomial(x_11^0.66·x_6^0.99·x_4^2.2·x_1^2.8·x_5^3.2·x_8^4.2·x_7^4.2/x_10^5/x_9^4.1/x_2^4/x_3^1.9/x_0^0.19 + x_3^1.5·x_6^1.6·x_9^2.4·x_1^4.1·x_2^4.5·x_8^4.9/x_7^4.5/x_5^4.5/x_4^0.77/x_0^0.75/x_10^0.53/x_11^0.16 + x_8^0.3·x_10^0.46·x_2^1·x_4^2·x_3^2·x_11^2.1·x_6^3.3·x_7^4.1/u_1^4.6/x_5^4.5/x_9^3.9/x_1^3.7/x_0^0.84 + u_1^0.34·x_3^1.3·u_2^1.6·x_2^2.3·x_11^2.7·x_8^3.2·x_1^3.5·x_7^4.7·x_9^4.8/x_10^2.8/x_6^2.2/x_0^1.8/x_5^1.7/x_4^0.058 + x_1^0.14·x_11^1.2·x_10^3.5·x_9^4.8/x_2^4.6/x_4^4.4/x_7^3.6/x_8^2.1/x_0^1.9/x_5^1.1/x_6^1/x_3^0.83 + x_10^0.99·x_3^1.2·u_1^1.6·x_6^1.6·x_1^3.1·x_9^3.4·x_8^3.7·x_5^4.3/x_7^2.8/x_4^2.6/x_0^2.4/x_2^1.7/x_11^1.4 + x_1^0.69·x_6^0.83·x_8^1.5·x_10^2.8·x_5^3.6·x_3^4.2/x_2^4.4/x_9^4/x_0^2.9/x_7^2.3/x_4^1.6/x_11^0.23 + x_8^1·x_2^1.9·x_7^2.8/x_5^4.5/x_1^3.7/x_6^3.5/x_4^3.5/x_9^3.3/x_10^3.1/x_0^3/x_3^1.6/x_11^0.56 + x_3^0.64·u_1^1.5·x_5^3.1·x_11^3.8·x_6^3.9·x_7^4.5·x_4^4.8/x_8^5/x_2^3.5/x_0^3.2/x_10^3.1/x_9^2.7/x_1^0.21/u_0^0.095 + x_2^0.1·x_7^0.59·x_8^2.7·x_4^3.8·x_9^4.5/x_3^4.8/x_10^4.6/x_0^4/x_6^3.3/x_11^3.1/x_1^1.9/x_5^0.72 + x_10^1.1·x_3^4.1·x_7^4.5/x_4^4.6/x_0^4.4/x_1^4.2/x_5^3.8/x_11^3.6/x_2^2.6/x_8^2.3/u_0^2/x_6^0.26/x_9^0.14 + x_1^0.78·x_11^1.2·u_0^1.7·x_6^2·x_8^2.1·x_4^2.9·x_10^3.5·x_9^4.3/x_0^4.8/x_7^3.7/x_3^3.6/x_5^3.5/x_2^2.2/u_2^1.9 + x_10^0.024·x_7^0.37·u_0^0.42·x_4^1.5·x_0^1.8·x_2^2.2·x_6^2.6·x_5^2.6·u_2^4.7/x_8^4.4/x_11^2.9/x_1^1.6/x_3^0.9/x_9^0.87 + x_9^0.3·u_2^1·x_0^1.8·x_4^2.3·x_8^2.5·x_3^3·x_6^3.1·x_10^3.1·x_7^3.6·x_1^3.9/x_5^3.1/x_2^2.1/x_11^1.9 + u_0^0.11·x_3^1.3·x_4^1.4·x_0^1.8·x_8^2.7·x_7^3.3·x_1^3.6·x_10^3.8·x_5^4.7/x_2^3.4/x_6^2.3/x_9^1.7/x_11^0.36 + x_5^0.042·x_6^0.18·x_1^1.1·x_9^2.9·x_0^4.1·x_3^4.1/x_2^4.5/x_10^4.1/x_8^2.7/x_4^2.7/x_7^1.1/x_11^0.066) Items in the second set but not the first: gpkit.Posynomial(u_0^0.11·x_3^1.3·x_4^1.4·x_0^1.8·x_8^2.7·x_7^3.3·x_1^3.6·x_10^3.8·x_5^4.7/x_2^3.4/x_6^2.3/x_9^1.7/x_11^0.36 + x_0^-2.1218462131993263·x_1^0.0981963542771016·x_2^3.110269852671637·x_3^1.535642351533017·x_4^4.213017478377557·x_5^3.381466944571004·x_6^1.7949087708599034·x_7^3.417361108327645·x_8^-4.975658129618435·x_9^-4.5556764933501634·x_10^1.1882803802200748·x_11^-4.82703286827981·u_0^0.0·u_1^2.1331670531410643·u_2^0.0 + x_0^0.07286241183175157·x_1^0.5396249386667105·x_2^4.416554569161512·x_3^0.506207802015207·x_4^-1.4494125240111022·x_5^3.4258987980408513·x_6^-4.303749722326128·x_7^-2.976117855136983·x_8^-2.985931813320517·x_9^-3.158783333744285·x_10^-1.2966279246633974·x_11^-4.706557932989005·u_0^0.0·u_1^4.7920151648437574·u_2^0.0 + x_0^-4.806611757634376·x_1^0.7762585370182595·x_2^-2.2009561735152614·x_3^-3.639070389710616·x_4^2.8751617474381437·x_5^-3.4967590215697255·x_6^2.0035449912205197·x_7^-3.662839103291261·x_8^2.1142429926033666·x_9^4.286358371784514·x_10^3.4523941473871744·x_11^1.1704262859711587·u_0^1.6552684244245626·u_1^0.0·u_2^-1.8869141246549048 + x_0^-0.8422143149194019·x_1^-3.704350205199991·x_2^1.011723083222802·x_3^1.9844660048569125·x_4^1.9546837612989165·x_5^-4.517468898054346·x_6^3.2672257002319753·x_7^4.134574715215113·x_8^0.30357317657242966·x_9^-3.859075984807052·x_10^0.45809647960661515·x_11^2.1190313802198624·u_0^0.0·u_1^-4.623793956686947·u_2^0.0 + x_0^-0.18310940468180803·x_1^0.6815738207995352·x_2^-4.770718841328638·x_3^-0.30873824087461443·x_4^-2.420862810094625·x_5^3.52623831141479·x_6^-1.4711672289277287·x_7^-1.89144881501102·x_8^1.1611972392578807·x_9^2.650245745892673·x_10^2.870254998071653·x_11^-1.6891760951930692·u_0^0.24250982720216752·u_1^0.0·u_2^0.0 + x_0^-0.009884496086569605·x_1^4.277502904236556·x_2^-2.863861277993913·x_3^3.6533793335979468·x_4^4.1079170223037025·x_5^1.6395792479587001·x_6^3.4536956673923456·x_7^-2.8273914260430866·x_8^-3.4658558396158434·x_9^4.059456786500437·x_10^1.619492790326448·x_11^0.4505695918965156·u_0^0.0·u_1^-0.8230577782363618·u_2^4.179777966007002 + x_0^-3.221338954792947·x_1^-0.2067908517126371·x_2^-3.5420986944102397·x_3^0.6376031196511525·x_4^4.849267928264457·x_5^3.0830955020695257·x_6^3.8729482392815058·x_7^4.504603169925224·x_8^-4.972722077142557·x_9^-2.653833762576973·x_10^-3.1116824582548452·x_11^3.840979153379152·u_0^-0.09457796162535115·u_1^1.5348121947526183·u_2^0.0 + x_0^2.2239971255607225·x_1^2.922196532597786·x_2^-2.303305332152814·x_3^4.111941461733737·x_4^3.992670782535839·x_5^-2.1225102991849285·x_6^-3.201276817296257·x_7^0.13036452707921065·x_8^-4.653729062187383·x_9^0.5768034853005037·x_10^3.105380020668857·x_11^-1.1587652144794447·u_0^0.0·u_1^-0.1601351517875521·u_2^0.0 + x_0^-1.7861835295185369·x_1^3.488591784940743·x_2^2.3279536647587387·x_3^1.3262231407846592·x_4^-0.05769418080311084·x_5^-1.6817381748831473·x_6^-2.19040487790072·x_7^4.745194748997134·x_8^3.189525896874363·x_9^4.8146415061121335·x_10^-2.8161865914655015·x_11^2.7334342956996043·u_0^0.0·u_1^0.34330642153654056·u_2^1.5618676652622776 + x_0^-2.042080148962965·x_1^1.32445792077168·x_2^-4.436539003885178·x_3^-1.5011425220212704·x_4^-2.069648277111631·x_5^-4.336814105992509·x_6^0.1711021048373098·x_7^2.1457587493256733·x_8^-1.785875387053899·x_9^-1.3051183814616385·x_10^0.4213005805595573·x_11^3.284176112490025·u_0^-1.4277291790979691·u_1^0.0·u_2^0.0 + x_0^1.7715088785414128·x_1^-1.5601546979317114·x_2^2.238029564051872·x_3^-0.9006715092547202·x_4^1.52863133498626·x_5^2.621900926946248·x_6^2.597738296276467·x_7^0.36824144828058536·x_8^-4.375769036545795·x_9^-0.8714371865836679·x_10^0.023502598608793335·x_11^-2.909829973479402·u_0^0.4231352633991736·u_1^0.0·u_2^4.676080418003953 + x_0^-4.411918255869795·x_1^-4.234327727948805·x_2^-2.6189003230573604·x_3^4.0721116242678495·x_4^-4.625130918438294·x_5^-3.844169849565179·x_6^-0.26464938069604127·x_7^4.522684676951203·x_8^-2.310364858806828·x_9^-0.13934856543102647·x_10^1.1141117878132594·x_11^-3.5862529576621807·u_0^-2.0092639910921886·u_1^0.0·u_2^0.0 + x_0^1.785716140914058·x_1^3.9027231434578304·x_2^-2.132268276047423·x_3^3.0176055247724207·x_4^2.283467231720029·x_5^-3.052467260187578·x_6^3.0643137781992564·x_7^3.613838295638308·x_8^2.4564619853492466·x_9^0.3046201248529954·x_10^3.0907388819619417·x_11^-1.8925140186871001·u_0^0.0·u_1^0.0·u_2^1.004870007141273 + x_0^1.964184428623522·x_1^2.169897643412919·x_2^-0.09224077641562545·x_3^3.499809695998618·x_4^-1.592718113284323·x_5^-2.5897590195291267·x_6^2.643982231455775·x_7^1.376746550312797·x_8^-2.5338473393947325·x_9^2.5666348523442704·x_10^4.41083239375306·x_11^2.546318452539266·u_0^1.200290953684101·u_1^0.0·u_2^0.0 + x_0^-2.3914309591945715·x_1^3.051303316814934·x_2^-1.7203868526252153·x_3^1.177526985265846·x_4^-2.5941008788810427·x_5^4.346552951537539·x_6^1.622296849889091·x_7^-2.808309611606965·x_8^3.6842028498928254·x_9^3.377978520358564·x_10^0.9894922023849206·x_11^-1.3921314091170944·u_0^0.0·u_1^1.6079863774414478·u_2^0.0)

Stacktrace

Traceback (most recent call last):
  File "/Users/jenkins/workspace/CE_gplibrary_Push_research_models/cvxopt/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_11^0.66·x_6^0.99·x_4^2.2·x_1^2.8·x_5^3.2·x_8^4.2·x_7^4.2/x_10^5/x_9^4.1/x_2^4/x_3^1.9/x_0^0.19 + x_3^1.5·x_6^1.6·x_9^2.4·x_1^4.1·x_2^4.5·x_8^4.9/x_7^4.5/x_5^4.5/x_4^0.77/x_0^0.75/x_10^0.53/x_11^0.16 + x_8^0.3·x_10^0.46·x_2^1·x_4^2·x_3^2·x_11^2.1·x_6^3.3·x_7^4.1/u_1^4.6/x_5^4.5/x_9^3.9/x_1^3.7/x_0^0.84 + u_1^0.34·x_3^1.3·u_2^1.6·x_2^2.3·x_11^2.7·x_8^3.2·x_1^3.5·x_7^4.7·x_9^4.8/x_10^2.8/x_6^2.2/x_0^1.8/x_5^1.7/x_4^0.058 + x_1^0.14·x_11^1.2·x_10^3.5·x_9^4.8/x_2^4.6/x_4^4.4/x_7^3.6/x_8^2.1/x_0^1.9/x_5^1.1/x_6^1/x_3^0.83 + x_10^0.99·x_3^1.2·u_1^1.6·x_6^1.6·x_1^3.1·x_9^3.4·x_8^3.7·x_5^4.3/x_7^2.8/x_4^2.6/x_0^2.4/x_2^1.7/x_11^1.4 + x_1^0.69·x_6^0.83·x_8^1.5·x_10^2.8·x_5^3.6·x_3^4.2/x_2^4.4/x_9^4/x_0^2.9/x_7^2.3/x_4^1.6/x_11^0.23 + x_8^1·x_2^1.9·x_7^2.8/x_5^4.5/x_1^3.7/x_6^3.5/x_4^3.5/x_9^3.3/x_10^3.1/x_0^3/x_3^1.6/x_11^0.56 + x_3^0.64·u_1^1.5·x_5^3.1·x_11^3.8·x_6^3.9·x_7^4.5·x_4^4.8/x_8^5/x_2^3.5/x_0^3.2/x_10^3.1/x_9^2.7/x_1^0.21/u_0^0.095 + x_2^0.1·x_7^0.59·x_8^2.7·x_4^3.8·x_9^4.5/x_3^4.8/x_10^4.6/x_0^4/x_6^3.3/x_11^3.1/x_1^1.9/x_5^0.72 + x_10^1.1·x_3^4.1·x_7^4.5/x_4^4.6/x_0^4.4/x_1^4.2/x_5^3.8/x_11^3.6/x_2^2.6/x_8^2.3/u_0^2/x_6^0.26/x_9^0.14 + x_1^0.78·x_11^1.2·u_0^1.7·x_6^2·x_8^2.1·x_4^2.9·x_10^3.5·x_9^4.3/x_0^4.8/x_7^3.7/x_3^3.6/x_5^3.5/x_2^2.2/u_2^1.9 + x_10^0.024·x_7^0.37·u_0^0.42·x_4^1.5·x_0^1.8·x_2^2.2·x_6^2.6·x_5^2.6·u_2^4.7/x_8^4.4/x_11^2.9/x_1^1.6/x_3^0.9/x_9^0.87 + x_9^0.3·u_2^1·x_0^1.8·x_4^2.3·x_8^2.5·x_3^3·x_6^3.1·x_10^3.1·x_7^3.6·x_1^3.9/x_5^3.1/x_2^2.1/x_11^1.9 + u_0^0.11·x_3^1.3·x_4^1.4·x_0^1.8·x_8^2.7·x_7^3.3·x_1^3.6·x_10^3.8·x_5^4.7/x_2^3.4/x_6^2.3/x_9^1.7/x_11^0.36 + x_5^0.042·x_6^0.18·x_1^1.1·x_9^2.9·x_0^4.1·x_3^4.1/x_2^4.5/x_10^4.1/x_8^2.7/x_4^2.7/x_7^1.1/x_11^0.066)
Items in the second set but not the first:
gpkit.Posynomial(u_0^0.11·x_3^1.3·x_4^1.4·x_0^1.8·x_8^2.7·x_7^3.3·x_1^3.6·x_10^3.8·x_5^4.7/x_2^3.4/x_6^2.3/x_9^1.7/x_11^0.36 + x_0^-2.1218462131993263·x_1^0.0981963542771016·x_2^3.110269852671637·x_3^1.535642351533017·x_4^4.213017478377557·x_5^3.381466944571004·x_6^1.7949087708599034·x_7^3.417361108327645·x_8^-4.975658129618435·x_9^-4.5556764933501634·x_10^1.1882803802200748·x_11^-4.82703286827981·u_0^0.0·u_1^2.1331670531410643·u_2^0.0 + x_0^0.07286241183175157·x_1^0.5396249386667105·x_2^4.416554569161512·x_3^0.506207802015207·x_4^-1.4494125240111022·x_5^3.4258987980408513·x_6^-4.303749722326128·x_7^-2.976117855136983·x_8^-2.985931813320517·x_9^-3.158783333744285·x_10^-1.2966279246633974·x_11^-4.706557932989005·u_0^0.0·u_1^4.7920151648437574·u_2^0.0 + x_0^-4.806611757634376·x_1^0.7762585370182595·x_2^-2.2009561735152614·x_3^-3.639070389710616·x_4^2.8751617474381437·x_5^-3.4967590215697255·x_6^2.0035449912205197·x_7^-3.662839103291261·x_8^2.1142429926033666·x_9^4.286358371784514·x_10^3.4523941473871744·x_11^1.1704262859711587·u_0^1.6552684244245626·u_1^0.0·u_2^-1.8869141246549048 + x_0^-0.8422143149194019·x_1^-3.704350205199991·x_2^1.011723083222802·x_3^1.9844660048569125·x_4^1.9546837612989165·x_5^-4.517468898054346·x_6^3.2672257002319753·x_7^4.134574715215113·x_8^0.30357317657242966·x_9^-3.859075984807052·x_10^0.45809647960661515·x_11^2.1190313802198624·u_0^0.0·u_1^-4.623793956686947·u_2^0.0 + x_0^-0.18310940468180803·x_1^0.6815738207995352·x_2^-4.770718841328638·x_3^-0.30873824087461443·x_4^-2.420862810094625·x_5^3.52623831141479·x_6^-1.4711672289277287·x_7^-1.89144881501102·x_8^1.1611972392578807·x_9^2.650245745892673·x_10^2.870254998071653·x_11^-1.6891760951930692·u_0^0.24250982720216752·u_1^0.0·u_2^0.0 + x_0^-0.009884496086569605·x_1^4.277502904236556·x_2^-2.863861277993913·x_3^3.6533793335979468·x_4^4.1079170223037025·x_5^1.6395792479587001·x_6^3.4536956673923456·x_7^-2.8273914260430866·x_8^-3.4658558396158434·x_9^4.059456786500437·x_10^1.619492790326448·x_11^0.4505695918965156·u_0^0.0·u_1^-0.8230577782363618·u_2^4.179777966007002 + x_0^-3.221338954792947·x_1^-0.2067908517126371·x_2^-3.5420986944102397·x_3^0.6376031196511525·x_4^4.849267928264457·x_5^3.0830955020695257·x_6^3.8729482392815058·x_7^4.504603169925224·x_8^-4.972722077142557·x_9^-2.653833762576973·x_10^-3.1116824582548452·x_11^3.840979153379152·u_0^-0.09457796162535115·u_1^1.5348121947526183·u_2^0.0 + x_0^2.2239971255607225·x_1^2.922196532597786·x_2^-2.303305332152814·x_3^4.111941461733737·x_4^3.992670782535839·x_5^-2.1225102991849285·x_6^-3.201276817296257·x_7^0.13036452707921065·x_8^-4.653729062187383·x_9^0.5768034853005037·x_10^3.105380020668857·x_11^-1.1587652144794447·u_0^0.0·u_1^-0.1601351517875521·u_2^0.0 + x_0^-1.7861835295185369·x_1^3.488591784940743·x_2^2.3279536647587387·x_3^1.3262231407846592·x_4^-0.05769418080311084·x_5^-1.6817381748831473·x_6^-2.19040487790072·x_7^4.745194748997134·x_8^3.189525896874363·x_9^4.8146415061121335·x_10^-2.8161865914655015·x_11^2.7334342956996043·u_0^0.0·u_1^0.34330642153654056·u_2^1.5618676652622776 + x_0^-2.042080148962965·x_1^1.32445792077168·x_2^-4.436539003885178·x_3^-1.5011425220212704·x_4^-2.069648277111631·x_5^-4.336814105992509·x_6^0.1711021048373098·x_7^2.1457587493256733·x_8^-1.785875387053899·x_9^-1.3051183814616385·x_10^0.4213005805595573·x_11^3.284176112490025·u_0^-1.4277291790979691·u_1^0.0·u_2^0.0 + x_0^1.7715088785414128·x_1^-1.5601546979317114·x_2^2.238029564051872·x_3^-0.9006715092547202·x_4^1.52863133498626·x_5^2.621900926946248·x_6^2.597738296276467·x_7^0.36824144828058536·x_8^-4.375769036545795·x_9^-0.8714371865836679·x_10^0.023502598608793335·x_11^-2.909829973479402·u_0^0.4231352633991736·u_1^0.0·u_2^4.676080418003953 + x_0^-4.411918255869795·x_1^-4.234327727948805·x_2^-2.6189003230573604·x_3^4.0721116242678495·x_4^-4.625130918438294·x_5^-3.844169849565179·x_6^-0.26464938069604127·x_7^4.522684676951203·x_8^-2.310364858806828·x_9^-0.13934856543102647·x_10^1.1141117878132594·x_11^-3.5862529576621807·u_0^-2.0092639910921886·u_1^0.0·u_2^0.0 + x_0^1.785716140914058·x_1^3.9027231434578304·x_2^-2.132268276047423·x_3^3.0176055247724207·x_4^2.283467231720029·x_5^-3.052467260187578·x_6^3.0643137781992564·x_7^3.613838295638308·x_8^2.4564619853492466·x_9^0.3046201248529954·x_10^3.0907388819619417·x_11^-1.8925140186871001·u_0^0.0·u_1^0.0·u_2^1.004870007141273 + x_0^1.964184428623522·x_1^2.169897643412919·x_2^-0.09224077641562545·x_3^3.499809695998618·x_4^-1.592718113284323·x_5^-2.5897590195291267·x_6^2.643982231455775·x_7^1.376746550312797·x_8^-2.5338473393947325·x_9^2.5666348523442704·x_10^4.41083239375306·x_11^2.546318452539266·u_0^1.200290953684101·u_1^0.0·u_2^0.0 + x_0^-2.3914309591945715·x_1^3.051303316814934·x_2^-1.7203868526252153·x_3^1.177526985265846·x_4^-2.5941008788810427·x_5^4.346552951537539·x_6^1.622296849889091·x_7^-2.808309611606965·x_8^3.6842028498928254·x_9^3.377978520358564·x_10^0.9894922023849206·x_11^-1.3921314091170944·u_0^0.0·u_1^1.6079863774414478·u_2^0.0)