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QuasiToricManifold -- the class of all quasi-toric manifolds

Description

A quasi-toric manifold is represented by a simplicial complex K and matrix which is characteristic for K.

See also

Functions and methods returning a quasi-toric manifold:

Methods that use a quasi-toric manifold:

  • bettiQTM(QuasiToricManifold) -- see bettiQTM -- Compute the betti numbers of a quasi-toric manifold
  • bettiQTM(ZZ,QuasiToricManifold) -- see bettiQTM -- Compute the betti numbers of a quasi-toric manifold
  • chern(QuasiToricManifold) -- see chern -- Compute the Chern classes of a quasi-toric manifold
  • cohomologyRing(QuasiToricManifold) -- see cohomologyRing -- Compute the cohomology ring of a small cover or quasi-toric manifold

For the programmer

The object QuasiToricManifold is a type, with ancestor classes HashTable < Thing.


The source of this document is in ToricTopology.m2:403:0.