[top][index]
search for:

dim -- calculate the dimension

dim M -- calculate the dimension of the support of a module M.
dim R -- calculate the dimension of a ring R.
dim I -- calculate the dimension of the quotient ring R/I.
dim r -- calculate the dimension of the virtual representation corresponding to an element of a Schur ring.

Warning: if you want the dimension of a vector space, you should use rank.

Warning: over the integers, the computation effectively tensors first with the rational numbers, yielding the wrong answer in some cases.

See also:

  • Schur -- make a Schur ring
  • Class of returned value: ZZ -- the class of all integersWays to use dim :

  • dim AffineVariety
  • dim FractionField
  • dim GaloisField
  • dim Ideal
  • dim Module
  • dim MonomialIdeal
  • dim PolynomialRing
  • dim ProjectiveHilbertPolynomial
  • dim ProjectiveVariety
  • dim QuotientRing
  • dim Ring

  • [top][index]
    search for: