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Title
REDUCTION OF EXACT CONTACT MANIFOLDS.
Authors
CYR, GATSE SERVAIS
Abstract
Let (M; α, ω) be a contact manifold in the sense of Okassa. We consider Marsden-Weinstein reduction theorem which induces Jacobi- Liouville theorem as special case. The aim of this paper is to describe the Hamiltonian dynamics, integrability of characteristic distribution on a contact manifold and study the reduction.
Publication
International Journal of Geometry, 2022, Vol 11, Issue 4, p5