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where x = casos.PS('x'), returns a Gram basis z = [x; x^2; x^3] even though the basis [x; x^3] should be sufficient. In consequence, the function call
grammatrix(casos.PS('q',[x; x^3],'gram'))
fails to detect the Gram matrix.
This is because the function grambasis does not detect that (nor check for) the basis z = [x; x^3] already leads to a monomial x^4 in the product z*z'. I believe that the functions work as desired if the symbolic Gram polynomial is generated with a "full" monomial vector, i.e., [x; x^2; x^3].
This discussion was converted from issue #10 on July 05, 2024 14:09.
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where
x = casos.PS('x')
, returns a Gram basisz = [x; x^2; x^3]
even though the basis[x; x^3]
should be sufficient. In consequence, the function callfails to detect the Gram matrix.
Originally posted by @tcunis in #9 (comment)
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