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CompAlg2
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Post subject: minimal polynomial Posted: Tue Jun 02, 2020 6:08 pm |
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Is Singular capable of computing the minimal polynomial of an element in a quotient algebra?
More specifically (but not entirely syntactically correct) R = 0, x(1..4), dp; f0, f1, f2, f3 are polynomials in R ideal I = f0, f1, f2, f3; we wish to find the minimal polynomial of x(1) in R / I
Thanks!
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hannes
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Post subject: Re: minimal polynomial Posted: Wed Jun 03, 2020 10:49 pm |
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Joined: Wed May 25, 2005 4:16 pm Posts: 275
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Guest
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Post subject: Re: minimal polynomial Posted: Wed Jun 03, 2020 10:58 pm |
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Thank you, I will look at the links you wrote.
I know Magma and CoCoA have such a command and I just thought Singular would have one as well.
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