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Question: How do I compute a transformation matrix in computing Grobner basis?

Question:How do I compute a transformation matrix in computing Grobner basis?

MDD 337 Maple
matrix groebner
July 18 2024
1

Hi

 I know that (G, A)=Basis(F,output=extended) computes reduced Groebner basis for polynomial ideal F, while  A is a list of lists.  If A is converted to a matrix, we get G=FA. Is there a command to compute matrix B such that F=GB?

Thank you. 
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