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codim(Ideal,Generic=>...)

Usage:

codim(...,Generic=>true)
Consequences:
- Allows the computation of the codimension to proceed without an error message, even if the ring is defined over the integers. The computation proceeds by effectively tensoring first with the rational numbers.

Functions with optional argument named Generic:

codim(Ideal,Generic=>...)
codim(Module,Generic=>...)
codim(MonomialIdeal,Generic=>...)
codim(PolynomialRing,Generic=>...)
codim(QuotientRing,Generic=>...)

Further information

Default value: false
Method: codim(Ideal) -- compute the codimension
Option key: Generic -- an optional argument

The source of this document is in Macaulay2Doc/functions/codim-doc.m2:29:0.