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Topic review - on the specialization of families |
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There is, at the moment, no simple command for what you are looking for. Help for writing your own procedures, with many examples, can be found either in
the Singular Manual: A. Examples, A.1 Programming, A.1.2 Writing procedures and libraries
or in the book G.-M. Greuel, G. Pfister: A SINGULAR Introduction to Commutative Algebra. Springer Verlag
There is, at the moment, no simple command for what you are looking for. Help for writing your own procedures, with many examples, can be found either in
the Singular Manual: A. Examples, A.1 Programming, A.1.2 Writing procedures and libraries
or in the book G.-M. Greuel, G. Pfister: A SINGULAR Introduction to Commutative Algebra. Springer Verlag
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Posted: Sun Mar 29, 2009 6:49 pm |
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on the specialization of families |
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Is there some specific command for the following:
given a family of germs $X_t$ for t small but not 0, i.e. an ideal I in C{x_1..x_n,t,t^{-1}}. find the ideal of $X_0$.
of course this can be done "manually" by first calculating the syzygies for the generic fibre, then taking t->0. Probably there exists some simple ready command?
If one such a command doesn't exist, where can I find an example of such procedure (with explicit syntax).
thanks
Is there some specific command for the following:
given a family of germs $X_t$ for t small but not 0, i.e. an ideal I in C{x_1..x_n,t,t^{-1}}. find the ideal of $X_0$.
of course this can be done "manually" by first calculating the syzygies for the generic fibre, then taking t->0. Probably there exists some simple ready command?
If one such a command doesn't exist, where can I find an example of such procedure (with explicit syntax).
thanks
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Posted: Thu Jul 10, 2008 7:35 am |
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It is currently Fri May 13, 2022 11:06 am
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