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documentation:language_reference:objects:responsefunction:functions:new [2025/05/06 14:24] – Maurits W. Haverkortdocumentation:language_reference:objects:responsefunction:functions:new [2025/08/08 11:42] (current) – Micheangelo Tagliavini
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 a3 = 1 a3 = 1
 B1s = Matrix.New( {{1,1,3},{1,5,6},{3,6,9}} ) B1s = Matrix.New( {{1,1,3},{1,5,6},{3,6,9}} )
-B1 = B1s * B1s+B1 = B1s * B1s--the B matrices have to be hermitian to ensure H to be hermitian
 B2s = Matrix.New( {{2,0,3},{0,5,6},{3,6,9}} ) B2s = Matrix.New( {{2,0,3},{0,5,6},{3,6,9}} )
-B2 = B2s * B2s+B2 = B2s * B2s--the B matrices have to be hermitian to ensure H to be hermitian
 B3s = Matrix.New( {{3,0,3},{0,5,6},{3,6,9}} ) B3s = Matrix.New( {{3,0,3},{0,5,6},{3,6,9}} )
-B3 = B3s * B3s+B3 = B3s * B3s--the B matrices have to be hermitian to ensure H to be hermitian
 G = ResponseFunction.New( { {A0,a1,a2,a3}, {B1,B2,B3}, mu=0, type="ListOfPoles", name="ML"} ) G = ResponseFunction.New( { {A0,a1,a2,a3}, {B1,B2,B3}, mu=0, type="ListOfPoles", name="ML"} )
 print("The resposne function definition is") print("The resposne function definition is")

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