Failed

run_tests.TestEquivalentPosynomials_mosek_conif.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_mosek_conif-20220329204850)

Failing for the past 1 build (Since #262 )
Took 28 ms.

Error Message

Items in the first set but not the second: gpkit.Posynomial(x_8^1.5·x_7^4.4·x_10^4.4·x_2^4.5·x_1^5/x_6^4.6/x_0^3.5/x_3^3.4/x_4^0.98/x_9^0.8/x_5^0.0089 + x_0^0.18·x_2^0.64·x_4^1·x_5^3.7·x_6^3.8/x_7^4.9/x_3^3.8/x_8^2.8/x_10^2.1/x_9^1.3/x_1^1.2 + x_2^0.79·x_10^1.1·x_7^1.3·x_6^1.7·x_5^1.8·x_3^2.9·x_0^3.8·u_2^3.8·x_4^3.9/x_8^4.4/u_3^3.5/x_1^3.3/x_9^2.8 + x_9^2.9·x_6^3·u_1^4.1·x_4^4.2·x_7^4.7·x_0^4.8/x_8^4.7/x_1^4/x_3^3.4/x_10^1.9/x_5^1.5/x_2^0.62) gpkit.Posynomial(x_10^1.5·x_3^1.7·x_5^2.7·u_0^2.8·x_7^4.4/x_1^3.9/x_6^3.4/x_8^3.3/x_9^3/x_4^2.5/x_2^2.1/x_0^0.21 + x_5^0.072·x_10^2.4·x_3^4.5·u_0^4.8/x_8^4.6/x_9^3.8/x_4^2.6/x_0^2.5/x_2^1.9/x_1^1.4/x_7^0.51/x_6^0.08 + x_8^1·x_1^1.5·x_10^4.3·x_6^4.9/x_2^4.4/x_5^4.1/x_7^3.8/x_0^3.1/x_9^2.4/x_4^1.8/u_2^1.3/x_3^0.095 + x_10^0.3·x_2^2.4·x_9^3.5·x_6^4.7/u_3^3.9/x_7^3.6/x_0^3.2/x_3^1.8/x_1^1.6/x_5^1/x_8^0.9/x_4^0.72 + x_5^1.1·x_7^2.6·x_3^2.7·x_9^3·x_8^3.2·x_4^4.7·x_2^4.8/x_0^4.3/x_1^3.1/x_6^2.8/x_10^1.2/u_2^1.2 + x_0^0.18·x_6^0.81·u_1^1.1·x_3^1.5·x_1^2.6·x_5^4.1·x_9^4.9/x_7^4.6/x_2^4.2/x_10^3.8/u_2^2.8/x_4^0.69/x_8^0.42 + x_0^1.8·x_9^2.6·x_2^3.1·x_10^3.6·x_4^4.2·x_6^4.5/x_5^4.9/x_7^4.8/x_8^2.2/x_1^2.1/x_3^0.041 + x_2^1·x_4^1.5·x_6^1.8·x_9^1.9·x_0^2·x_3^2.3·u_0^2.6·x_10^3.3/x_8^1.9/x_5^1.7/x_7^1.5/x_1^0.68 + x_3^0.31·x_0^2.5·x_6^3.9·x_8^4.5/x_9^3.6/x_2^3.2/x_5^2.9/x_10^2.2/u_1^2.1/x_7^0.39/x_1^0.24/x_4^0.19 + x_10^0.98·x_6^1.6·x_2^1.8·x_9^2.1·x_1^2.9·x_0^3.1·x_3^3.5/x_8^4.8/x_5^2.8/x_4^2.7/u_1^1.1/x_7^0.34 + x_5^0.078·x_7^0.53·x_0^3.1·x_4^3.4·x_8^3.5·u_2^4.6·x_10^4.8·x_6^4.9/x_2^4.7/x_9^3.5/u_1^2.7/x_3^2.4/x_1^1.8 + x_10^3·x_0^3.5·x_5^3.9/x_3^4.3/x_6^3.5/x_7^2.6/x_9^2.5/x_2^2.2/x_8^1.3/x_4^1.3/x_1^0.64 + x_9^0.29·x_1^0.59·x_4^0.99·x_8^1.1·x_6^2.8·x_0^4.2·x_7^4.9/x_10^4/x_2^2.8/x_5^2.1/u_1^2/x_3^1.8 + x_4^0.0013·x_6^0.03·x_8^1.3·x_1^3.2·x_5^3.7·x_2^4·x_0^4.5·x_3^4.6/u_0^4.7/x_10^3.8/x_9^3.4/x_7^0.046) Items in the second set but not the first: gpkit.Posynomial(x_4^0.0013·x_6^0.03·x_8^1.3·x_1^3.2·x_5^3.7·x_2^4·x_0^4.5·x_3^4.6/u_0^4.7/x_10^3.8/x_9^3.4/x_7^0.046 + x_0^-2.4923652865397585·x_1^-1.3615751629446327·x_2^-1.920573283892825·x_3^4.534637804425742·x_4^-2.584696432472059·x_5^0.07218073835767669·x_6^-0.0803282242274248·x_7^-0.5061232595756495·x_8^-4.612270537131932·x_9^-3.815951376814838·x_10^2.377917836406609·u_0^4.785717507943972·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^1.9642419803431448·x_1^-0.6756818806199458·x_2^1.0408914320520015·x_3^2.262901315246138·x_4^1.5411630202906057·x_5^-1.7378339235732487·x_6^1.8331536622150155·x_7^-1.4577618743503882·x_8^-1.8763400197666447·x_9^1.882102508538451·x_10^3.2719344528496315·u_0^2.6023607154740165·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-0.21132089218841088·x_1^-3.88761566490736·x_2^-2.0692435184388924·x_3^1.6969661565835512·x_4^-2.546308063813126·x_5^2.6732241859431447·x_6^-3.352034549163542·x_7^4.418667021211279·x_8^-3.275654666427471·x_9^-3.0131618418122463·x_10^1.5449576637273843·u_0^2.7890917468311494·u_1^0.0·u_2^0.0·u_3^0.0) gpkit.Posynomial(x_5^1.1·x_7^2.6·x_3^2.7·x_9^3·x_8^3.2·x_4^4.7·x_2^4.8/x_0^4.3/x_1^3.1/x_6^2.8/x_10^1.2/u_2^1.2 + x_0^-3.183431237218366·x_1^-1.5564006362864404·x_2^2.386157808970615·x_3^-1.7802833197061707·x_4^-0.7163633331232786·x_5^-1.023135523928941·x_6^4.675377769771444·x_7^-3.5973141474488335·x_8^-0.8965690080976465·x_9^3.45807287723421·x_10^0.3008252340838844·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-3.895740086026695 + x_0^2.4614334628251484·x_1^-0.2415516047594144·x_2^-3.205390977917153·x_3^0.309415501973489·x_4^-0.19025108754124354·x_5^-2.8858052399872145·x_6^3.870461786534893·x_7^-0.38921010467434947·x_8^4.476052910626327·x_9^-3.567532034431479·x_10^-2.170450069995107·u_0^0.0·u_1^-2.117414306554867·u_2^0.0·u_3^0.0 + x_0^-3.1218756568357495·x_1^1.497633366381777·x_2^-4.379822613128644·x_3^-0.09536570516344334·x_4^-1.8327303515382631·x_5^-4.066861812668988·x_6^4.896217111828211·x_7^-3.7527051091275765·x_8^1.0428219721906942·x_9^-2.4443838211269986·x_10^4.3152501657425795·u_0^0.0·u_1^0.0·u_2^-1.2844755796508067·u_3^0.0 + x_0^3.7654312079196544·x_1^-3.3132718086494983·x_2^0.785378344809688·x_3^2.8857746362874312·x_4^3.8761609761376885·x_5^1.7621245506530938·x_6^1.6832288804540578·x_7^1.3131481142260526·x_8^-4.407191590298628·x_9^-2.791107352091463·x_10^1.0948681180400888·u_0^0.0·u_1^0.0·u_2^3.8250652823809417·u_3^-3.525761289817951 + x_0^4.781580702410368·x_1^-4.043934759213368·x_2^-0.6227117540362981·x_3^-3.4010529197278716·x_4^4.174940251482509·x_5^-1.536388047988945·x_6^3.0375200546712318·x_7^4.7288722553618125·x_8^-4.672627919328036·x_9^2.93985982344935·x_10^-1.899727253821749·u_0^0.0·u_1^4.112678449797571·u_2^0.0·u_3^0.0 + x_0^3.133296516576184·x_1^-1.8351348908616338·x_2^-4.742552616889397·x_3^-2.3586338791889006·x_4^3.427347820858053·x_5^0.07814409991482485·x_6^4.908941374148913·x_7^0.5295068922110291·x_8^3.4994003341411712·x_9^-3.4819521759517933·x_10^4.81095923079385·u_0^0.0·u_1^-2.7469580343984106·u_2^4.625771904832451·u_3^0.0 + x_0^-1.0941772487411674·x_1^-3.5369929825142266·x_2^2.5861217221675865·x_3^4.667263361657783·x_4^2.5427356517339392·x_5^-1.187528319509049·x_6^3.502026423623663·x_7^-4.541583376230893·x_8^4.162657798557074·x_9^-0.3318888907213058·x_10^-0.21229258669673623·u_0^0.0·u_1^-0.2660875399215251·u_2^0.0·u_3^0.0 + x_0^1.015187704677741·x_1^-2.960530497635677·x_2^0.8917097527614075·x_3^4.197258387839048·x_4^4.410512743109475·x_5^-3.2031197493830654·x_6^-4.849383829066766·x_7^-0.3971303807390356·x_8^-2.7837264769993753·x_9^-2.385503122915673·x_10^0.14659653034749454·u_0^0.0·u_1^-0.862603796907343·u_2^-1.512649215088906·u_3^0.0 + x_0^0.1787364818715762·x_1^2.579366324301904·x_2^-4.176136631621769·x_3^1.5346776250122431·x_4^-0.6916057554694923·x_5^4.128054913458325·x_6^0.8070173742223554·x_7^-4.579720074365139·x_8^-0.421260147597291·x_9^4.891555869406069·x_10^-3.7775477405874835·u_0^0.0·u_1^1.0774668842784934·u_2^-2.766298517231692·u_3^0.0 + x_0^3.0813530466184886·x_1^2.9340967723824596·x_2^1.8415167558039238·x_3^3.4758233959652056·x_4^-2.7345368635385316·x_5^-2.8320649995944516·x_6^1.61015597936896·x_7^-0.3403475065770847·x_8^-4.796415904663518·x_9^2.083236487609682·x_10^0.980243656792207·u_0^0.0·u_1^-1.063887020094893·u_2^0.0·u_3^0.0 + x_0^4.222683443229231·x_1^0.5929888016559115·x_2^-2.844529868200759·x_3^-1.8030134945789102·x_4^0.9854173985094086·x_5^-2.096321371135189·x_6^2.7606264464902637·x_7^4.862742217032542·x_8^1.1100342918771329·x_9^0.2922721117284546·x_10^-3.9890194269142354·u_0^0.0·u_1^-2.02214056877255·u_2^0.0·u_3^0.0 + x_0^-2.555033377205201·x_1^-0.44955731686022293·x_2^-1.8297570877375202·x_3^3.6624037329630497·x_4^-2.0753999164412553·x_5^-2.1030243807006856·x_6^-2.4937371040912524·x_7^-0.8971220808198552·x_8^4.395049185992621·x_9^-1.8912182856823057·x_10^4.65377289860421·u_0^0.0·u_1^0.7654176282901071·u_2^-2.5753036850183224·u_3^0.0 + x_0^2.3527968085811404·x_1^3.679959738182946·x_2^3.209224480329187·x_3^-1.6847932283971345·x_4^-2.566769849066106·x_5^-2.322298420204205·x_6^3.111693958214314·x_7^4.979386952160903·x_8^1.3907124604688503·x_9^2.4380371660007096·x_10^2.365868552471765·u_0^0.0·u_1^0.0·u_2^-0.1434005022216439·u_3^4.137669668758616)

Stacktrace

Traceback (most recent call last):
  File "/jenkins/workspace/CE_gplibrary_Push_research_models/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_8^1.5·x_7^4.4·x_10^4.4·x_2^4.5·x_1^5/x_6^4.6/x_0^3.5/x_3^3.4/x_4^0.98/x_9^0.8/x_5^0.0089 + x_0^0.18·x_2^0.64·x_4^1·x_5^3.7·x_6^3.8/x_7^4.9/x_3^3.8/x_8^2.8/x_10^2.1/x_9^1.3/x_1^1.2 + x_2^0.79·x_10^1.1·x_7^1.3·x_6^1.7·x_5^1.8·x_3^2.9·x_0^3.8·u_2^3.8·x_4^3.9/x_8^4.4/u_3^3.5/x_1^3.3/x_9^2.8 + x_9^2.9·x_6^3·u_1^4.1·x_4^4.2·x_7^4.7·x_0^4.8/x_8^4.7/x_1^4/x_3^3.4/x_10^1.9/x_5^1.5/x_2^0.62)
gpkit.Posynomial(x_10^1.5·x_3^1.7·x_5^2.7·u_0^2.8·x_7^4.4/x_1^3.9/x_6^3.4/x_8^3.3/x_9^3/x_4^2.5/x_2^2.1/x_0^0.21 + x_5^0.072·x_10^2.4·x_3^4.5·u_0^4.8/x_8^4.6/x_9^3.8/x_4^2.6/x_0^2.5/x_2^1.9/x_1^1.4/x_7^0.51/x_6^0.08 + x_8^1·x_1^1.5·x_10^4.3·x_6^4.9/x_2^4.4/x_5^4.1/x_7^3.8/x_0^3.1/x_9^2.4/x_4^1.8/u_2^1.3/x_3^0.095 + x_10^0.3·x_2^2.4·x_9^3.5·x_6^4.7/u_3^3.9/x_7^3.6/x_0^3.2/x_3^1.8/x_1^1.6/x_5^1/x_8^0.9/x_4^0.72 + x_5^1.1·x_7^2.6·x_3^2.7·x_9^3·x_8^3.2·x_4^4.7·x_2^4.8/x_0^4.3/x_1^3.1/x_6^2.8/x_10^1.2/u_2^1.2 + x_0^0.18·x_6^0.81·u_1^1.1·x_3^1.5·x_1^2.6·x_5^4.1·x_9^4.9/x_7^4.6/x_2^4.2/x_10^3.8/u_2^2.8/x_4^0.69/x_8^0.42 + x_0^1.8·x_9^2.6·x_2^3.1·x_10^3.6·x_4^4.2·x_6^4.5/x_5^4.9/x_7^4.8/x_8^2.2/x_1^2.1/x_3^0.041 + x_2^1·x_4^1.5·x_6^1.8·x_9^1.9·x_0^2·x_3^2.3·u_0^2.6·x_10^3.3/x_8^1.9/x_5^1.7/x_7^1.5/x_1^0.68 + x_3^0.31·x_0^2.5·x_6^3.9·x_8^4.5/x_9^3.6/x_2^3.2/x_5^2.9/x_10^2.2/u_1^2.1/x_7^0.39/x_1^0.24/x_4^0.19 + x_10^0.98·x_6^1.6·x_2^1.8·x_9^2.1·x_1^2.9·x_0^3.1·x_3^3.5/x_8^4.8/x_5^2.8/x_4^2.7/u_1^1.1/x_7^0.34 + x_5^0.078·x_7^0.53·x_0^3.1·x_4^3.4·x_8^3.5·u_2^4.6·x_10^4.8·x_6^4.9/x_2^4.7/x_9^3.5/u_1^2.7/x_3^2.4/x_1^1.8 + x_10^3·x_0^3.5·x_5^3.9/x_3^4.3/x_6^3.5/x_7^2.6/x_9^2.5/x_2^2.2/x_8^1.3/x_4^1.3/x_1^0.64 + x_9^0.29·x_1^0.59·x_4^0.99·x_8^1.1·x_6^2.8·x_0^4.2·x_7^4.9/x_10^4/x_2^2.8/x_5^2.1/u_1^2/x_3^1.8 + x_4^0.0013·x_6^0.03·x_8^1.3·x_1^3.2·x_5^3.7·x_2^4·x_0^4.5·x_3^4.6/u_0^4.7/x_10^3.8/x_9^3.4/x_7^0.046)
Items in the second set but not the first:
gpkit.Posynomial(x_4^0.0013·x_6^0.03·x_8^1.3·x_1^3.2·x_5^3.7·x_2^4·x_0^4.5·x_3^4.6/u_0^4.7/x_10^3.8/x_9^3.4/x_7^0.046 + x_0^-2.4923652865397585·x_1^-1.3615751629446327·x_2^-1.920573283892825·x_3^4.534637804425742·x_4^-2.584696432472059·x_5^0.07218073835767669·x_6^-0.0803282242274248·x_7^-0.5061232595756495·x_8^-4.612270537131932·x_9^-3.815951376814838·x_10^2.377917836406609·u_0^4.785717507943972·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^1.9642419803431448·x_1^-0.6756818806199458·x_2^1.0408914320520015·x_3^2.262901315246138·x_4^1.5411630202906057·x_5^-1.7378339235732487·x_6^1.8331536622150155·x_7^-1.4577618743503882·x_8^-1.8763400197666447·x_9^1.882102508538451·x_10^3.2719344528496315·u_0^2.6023607154740165·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-0.21132089218841088·x_1^-3.88761566490736·x_2^-2.0692435184388924·x_3^1.6969661565835512·x_4^-2.546308063813126·x_5^2.6732241859431447·x_6^-3.352034549163542·x_7^4.418667021211279·x_8^-3.275654666427471·x_9^-3.0131618418122463·x_10^1.5449576637273843·u_0^2.7890917468311494·u_1^0.0·u_2^0.0·u_3^0.0)
gpkit.Posynomial(x_5^1.1·x_7^2.6·x_3^2.7·x_9^3·x_8^3.2·x_4^4.7·x_2^4.8/x_0^4.3/x_1^3.1/x_6^2.8/x_10^1.2/u_2^1.2 + x_0^-3.183431237218366·x_1^-1.5564006362864404·x_2^2.386157808970615·x_3^-1.7802833197061707·x_4^-0.7163633331232786·x_5^-1.023135523928941·x_6^4.675377769771444·x_7^-3.5973141474488335·x_8^-0.8965690080976465·x_9^3.45807287723421·x_10^0.3008252340838844·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-3.895740086026695 + x_0^2.4614334628251484·x_1^-0.2415516047594144·x_2^-3.205390977917153·x_3^0.309415501973489·x_4^-0.19025108754124354·x_5^-2.8858052399872145·x_6^3.870461786534893·x_7^-0.38921010467434947·x_8^4.476052910626327·x_9^-3.567532034431479·x_10^-2.170450069995107·u_0^0.0·u_1^-2.117414306554867·u_2^0.0·u_3^0.0 + x_0^-3.1218756568357495·x_1^1.497633366381777·x_2^-4.379822613128644·x_3^-0.09536570516344334·x_4^-1.8327303515382631·x_5^-4.066861812668988·x_6^4.896217111828211·x_7^-3.7527051091275765·x_8^1.0428219721906942·x_9^-2.4443838211269986·x_10^4.3152501657425795·u_0^0.0·u_1^0.0·u_2^-1.2844755796508067·u_3^0.0 + x_0^3.7654312079196544·x_1^-3.3132718086494983·x_2^0.785378344809688·x_3^2.8857746362874312·x_4^3.8761609761376885·x_5^1.7621245506530938·x_6^1.6832288804540578·x_7^1.3131481142260526·x_8^-4.407191590298628·x_9^-2.791107352091463·x_10^1.0948681180400888·u_0^0.0·u_1^0.0·u_2^3.8250652823809417·u_3^-3.525761289817951 + x_0^4.781580702410368·x_1^-4.043934759213368·x_2^-0.6227117540362981·x_3^-3.4010529197278716·x_4^4.174940251482509·x_5^-1.536388047988945·x_6^3.0375200546712318·x_7^4.7288722553618125·x_8^-4.672627919328036·x_9^2.93985982344935·x_10^-1.899727253821749·u_0^0.0·u_1^4.112678449797571·u_2^0.0·u_3^0.0 + x_0^3.133296516576184·x_1^-1.8351348908616338·x_2^-4.742552616889397·x_3^-2.3586338791889006·x_4^3.427347820858053·x_5^0.07814409991482485·x_6^4.908941374148913·x_7^0.5295068922110291·x_8^3.4994003341411712·x_9^-3.4819521759517933·x_10^4.81095923079385·u_0^0.0·u_1^-2.7469580343984106·u_2^4.625771904832451·u_3^0.0 + x_0^-1.0941772487411674·x_1^-3.5369929825142266·x_2^2.5861217221675865·x_3^4.667263361657783·x_4^2.5427356517339392·x_5^-1.187528319509049·x_6^3.502026423623663·x_7^-4.541583376230893·x_8^4.162657798557074·x_9^-0.3318888907213058·x_10^-0.21229258669673623·u_0^0.0·u_1^-0.2660875399215251·u_2^0.0·u_3^0.0 + x_0^1.015187704677741·x_1^-2.960530497635677·x_2^0.8917097527614075·x_3^4.197258387839048·x_4^4.410512743109475·x_5^-3.2031197493830654·x_6^-4.849383829066766·x_7^-0.3971303807390356·x_8^-2.7837264769993753·x_9^-2.385503122915673·x_10^0.14659653034749454·u_0^0.0·u_1^-0.862603796907343·u_2^-1.512649215088906·u_3^0.0 + x_0^0.1787364818715762·x_1^2.579366324301904·x_2^-4.176136631621769·x_3^1.5346776250122431·x_4^-0.6916057554694923·x_5^4.128054913458325·x_6^0.8070173742223554·x_7^-4.579720074365139·x_8^-0.421260147597291·x_9^4.891555869406069·x_10^-3.7775477405874835·u_0^0.0·u_1^1.0774668842784934·u_2^-2.766298517231692·u_3^0.0 + x_0^3.0813530466184886·x_1^2.9340967723824596·x_2^1.8415167558039238·x_3^3.4758233959652056·x_4^-2.7345368635385316·x_5^-2.8320649995944516·x_6^1.61015597936896·x_7^-0.3403475065770847·x_8^-4.796415904663518·x_9^2.083236487609682·x_10^0.980243656792207·u_0^0.0·u_1^-1.063887020094893·u_2^0.0·u_3^0.0 + x_0^4.222683443229231·x_1^0.5929888016559115·x_2^-2.844529868200759·x_3^-1.8030134945789102·x_4^0.9854173985094086·x_5^-2.096321371135189·x_6^2.7606264464902637·x_7^4.862742217032542·x_8^1.1100342918771329·x_9^0.2922721117284546·x_10^-3.9890194269142354·u_0^0.0·u_1^-2.02214056877255·u_2^0.0·u_3^0.0 + x_0^-2.555033377205201·x_1^-0.44955731686022293·x_2^-1.8297570877375202·x_3^3.6624037329630497·x_4^-2.0753999164412553·x_5^-2.1030243807006856·x_6^-2.4937371040912524·x_7^-0.8971220808198552·x_8^4.395049185992621·x_9^-1.8912182856823057·x_10^4.65377289860421·u_0^0.0·u_1^0.7654176282901071·u_2^-2.5753036850183224·u_3^0.0 + x_0^2.3527968085811404·x_1^3.679959738182946·x_2^3.209224480329187·x_3^-1.6847932283971345·x_4^-2.566769849066106·x_5^-2.322298420204205·x_6^3.111693958214314·x_7^4.979386952160903·x_8^1.3907124604688503·x_9^2.4380371660007096·x_10^2.365868552471765·u_0^0.0·u_1^0.0·u_2^-0.1434005022216439·u_3^4.137669668758616)