Differential-geometric aspects of adapted contact structures
Posted on:1992-02-24
Degree:Ph.D
Type:Dissertation
University:The University of Arizona
Candidate:Pitucco, Anthony Peter
Full Text:PDF
GTID:1477390017450224
Subject:Mathematics
Abstract/Summary:
Let M denote a 2n-dimensional globally defined orientable manifold from which is constructed the product space N = M ;A vector field X on N is said to be a contact field if there exists a smooth function ;It is shown that the associated subspace ;A different set of 2n 1-forms...