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_bTraceTestImage.tst.m2
needsPackage "Bertini" R=CC[x0,x1,x2] F={x0^3-x1^3+x2^3+1} sliceH=makeB'Slice(2,{x0,x1,x2,1},NameB'Slice=>"H", B'NumberCoefficients => {{1.31226+1.5445*ii, -.365044+1.05073*ii, 1.05898+1.0507*ii, -.348229+.168593*ii}, {.899764+.780578*ii, -.676936-.130762*ii, -.0064778-.407225*ii, .531146-.569493*ii}} ) makeB'InputFile(storeBM2Files, AffVariableGroup=>{x0,x1,x2}, ParameterGroup=>{T}, B'Configs=>{{ParameterHomotopy,1}}, B'Functions=>{sliceH}, B'Polynomials=>{"H0+T","H1"}|F) runBertini(storeBM2Files,PreparePH2=>true) tt=b'TraceTestImage(storeBM2Files) assert(#tt==3) -- Example R=CC[x,y,z]**CC[a,b] xyzSub={{x,a},{y,a^2+b},{z,a^2+b^2}} sliceH=makeB'Slice(2,{x,y,z,1},NameB'Slice=>"H",B'NumberCoefficients => {{-.340395+.508813*ii, 1.50753+.649406*ii, .660055-.674066*ii, .191868-.0701391*ii}, {.630048+.052575*ii, .176085+.684432*ii, .438564+.0946367*ii, .569508+.010619*ii}}) makeB'InputFile(storeBM2Files, AffVariableGroup=>{a,b}, ParameterGroup=>{T}, B'Configs=>{{ParameterHomotopy,1}}, B'Functions=>xyzSub|{sliceH}, B'Polynomials=>{"H1","H0+T"}) runBertini(storeBM2Files,PreparePH2=>true) s=importSolutionsFile(storeBM2Files) tt2=b'TraceTestImage(storeBM2Files,MapPoints=>({a,a^2+b,a^2+b^2},{a,b})) assert(#tt2===3) assert(clean(1e-10,matrix{tt2})==0) -- Example R=CC[x0,x1,x2] F={x0^3-x1^3+x2^3+1} sliceH=makeB'Slice(2,{x0,x1,x2,1},NameB'Slice=>"H") makeB'InputFile(storeBM2Files, AffVariableGroup=>{x0,x1,x2}, ParameterGroup=>{T}, B'Configs=>{{ParameterHomotopy,1}}, B'Functions=>{sliceH}, B'Polynomials=>{"H0+T","H1"}|F) runBertini(storeBM2Files,PreparePH2=>true) tt3= b'TraceTestImage(storeBM2Files,StopBeforeTest=>true)--Returns the trace for each parameter homotopy using -gamma, 0, and gamma respectively. assert(#tt3==3) assert(#(tt3_0)==3)
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