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Topic review - Primary decomposition |
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Re: Primary decomposition |
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The ideals are the same. You get only different sets of generators, due to the different algorithms. You can check this by either computing a Groebner basis of the ideals or by applying 'reduce'.
The ideals are the same. You get only different sets of generators, due to the different algorithms. You can check this by either computing a Groebner basis of the ideals or by applying 'reduce'.
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Posted: Sun Feb 14, 2010 8:49 pm |
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Primary decomposition |
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Why do I get different primary decompositions, and different sets of minimal prime ideals, using the algorithms primdecGTZ (minAssGTZ) and primdecSY (minAssChar).????
It actually is for a very simple homogeneous ideal;
x^2 + y^2 + z^2, u^2 + xw + yz
characteristic zero, five variables.
Thank you for your help
Why do I get different primary decompositions, and different sets of minimal prime ideals, using the algorithms primdecGTZ (minAssGTZ) and primdecSY (minAssChar).????
It actually is for a very simple homogeneous ideal;
x^2 + y^2 + z^2, u^2 + xw + yz
characteristic zero, five variables.
Thank you for your help
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Posted: Fri Feb 05, 2010 7:40 pm |
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It is currently Fri May 13, 2022 11:06 am
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