Toric contact geometry in arbitrary codimension

Abstract

We define toric contact manifolds in arbitrary codimension and give a description of such manifolds in terms of a kind of labelled polytope embedded into a grassmannian, analogous to the Delzant polytope of a toric symplectic manifold.

22 pages (v2) added example and references

References in corpus (1)

• Torus invariant transverse Kähler foliations

Cited by in corpus (1)

• Privileged Coordinates and Nilpotent Approximation for Carnot Manifolds, II. Carnot Coordinates