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ambient -- ambient free module of a subquotient, or ambient ring

ambient M -- yields the ambient free module for the module M.
ambient R -- yields the ambient ring of the quotient ring R. For a Galois field it yields the ring it was constructed from.

i1 : ambient(ZZ/101[a,b]/(a^3+b^3))

      ZZ
o1 = --- [a, b]
     101

o1 : PolynomialRing

See also:

  • cover -- get the covering free module
  • super -- get the ambient module
  • Ways to use ambient :

  • ambient AffineVariety
  • ambient CoherentSheaf
  • ambient GaloisField
  • ambient GradedModule
  • ambient Matrix
  • ambient Module -- ambient free module of a subquotient, or ambient ring
  • ambient PolynomialRing
  • ambient ProjectiveVariety
  • ambient QuotientRing
  • ambient Ring

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