bettiMAC -- (deprecated) compute the Betti numbers of a moment-angle complex

Usage:

bettiMAC(k,Z)

bettiMAC(Z)
Inputs:
- k, an integer, (optional)
- Z, a moment-angle complex,
Outputs:
- an integer, the k-th Betti number of the moment angle complex (if k is provided)
- a list, of all Betti numbers

Description

This method computes the Betti numbers of a moment-angle complex using the theorem of Baskakov-Buchstaber-Panov. If a dimension k is specified, then only the k-th Betti number of Z is computed. If no dimension is specified, all the Betti numbers between 0 and 2m are computed (where m is the number of vertices in the underlying simplicial complex).

Ways to use bettiMAC:

bettiMAC(MomentAngleComplex)
bettiMAC(ZZ,MomentAngleComplex)

For the programmer

The object bettiMAC is a method function.

The source of this document is in /build/reproducible-path/macaulay2-1.26.06+ds/M2/Macaulay2/packages/ToricTopology/Documentation.m2:503:0.