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6.1.4 Package charP
The following are commands and functions within the package charP:
CharP.GBasisF1024 Computing a Groebner basis of a given ideal in F_1024.
CharP.GBasisF128 Computing a Groebner Basis of a given ideal in F_128.
CharP.GBasisF16 Computing a Groebner Basis of a given ideal in F_16.
CharP.GBasisF2 Computing a Groebner Basis of a given ideal in F_2.
CharP.GBasisF2048 Computing a Groebner Basis of a given ideal in F_2048.
CharP.GBasisF256 Computing a Groebner Basis of a given ideal in F_256.
CharP.GBasisF32 Computing a Groebner Basis of a given ideal in F_32.
CharP.GBasisF4 Computing a Groebner Basis of a given ideal in F_4.
CharP.GBasisF512 Computing a Groebner Basis of a given ideal in F_512.
CharP.GBasisF64 Computing a Groebner Basis of a given ideal in F_64.
CharP.GBasisF8 Computing a Groebner Basis of a given ideal in F_8.
CharP.GBasisModSquares Computing a Groebner Basis of a given ideal intersected with x^2-x for all indeterminates x.
CharP.IMNLASolve Computes the unique F_2-rational zero of a given polynomial system over F_2.
CharP.IMXLSolve Computes the unique F_2-rational zero of a given polynomial system over F_2.
CharP.MNLASolve Computes the unique F_2-rational zero of a given polynomial system over F_2.
CharP.MXLSolve Computes the unique F_2-rational zero of a given polynomial system over F_2.
CharP.NLASolve Computes the unique F_2-rational zero of a given polynomial system over F_2.
CharP.XLSolve Computes the unique F_2-rational zero of a given polynomial system over F_2.
Representation of finite fields




For details look up each item by name. Online, try ?ItemName or H.Syntax("ItemName").