Difference between revisions of "ApCoCoA-1:NCo.SetFp"
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(New page: <command> <title>NCo.SetFp</title> <short_description> Set coefficient field to a finite field. </short_description> <syntax> NCo.SetFp() NCo.SetFp(Prime:INT) </syntax> <description> Note ...) |
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− | Note that the default coefficient field is rational numbers | + | Note that the default coefficient field is the field of rational numbers, i.e. RAT in CoCoAL. This function has 0 or 1 parameter. The coefficient field is set to the binary field {0,1} if no parameter is given, i.e. via the first function NC.SetFp(), and is set to the finite field {0,1,...,P-1}. The coefficient field can be set to the field of rational numbers via the function <ref>ApCoCoA-1:NC.UnSetFp|NC.UnSetFp</ref>. |
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<key>SetFp</key> | <key>SetFp</key> | ||
− | <wiki-category>Package_gbmr</wiki-category> | + | <wiki-category>ApCoCoA-1:Package_gbmr</wiki-category> |
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Latest revision as of 10:25, 7 October 2020
This article is about a function from ApCoCoA-1. |
NCo.SetFp
Set coefficient field to a finite field.
Syntax
NCo.SetFp([P:INT])
Description
Note that the default coefficient field is the field of rational numbers, i.e. RAT in CoCoAL. This function has 0 or 1 parameter. The coefficient field is set to the binary field {0,1} if no parameter is given, i.e. via the first function NC.SetFp(), and is set to the finite field {0,1,...,P-1}. The coefficient field can be set to the field of rational numbers via the function NC.UnSetFp.
@param P: a prime.
Example
NCo.RingEnv(); Coefficient ring : Q ------------------------------- NCo.SetFp(); NCo.RingEnv(); Coefficient ring : Fp = Z/(2) ------------------------------- NCo.SetFp(3); NCo.RingEnv(); Coefficient ring : Fp = Z/(3) -------------------------------
See also