Tangentially symplectic foliations

dc.contributor.advisor	Frescura, Fabio
dc.contributor.advisor	Lubczonok, Grzegorz
dc.contributor.author	Remsing, Claudiu Cristian
dc.date.accessioned	2026-03-03T13:36:37Z
dc.date.issued	1994
dc.description.abstract	This thesis is concerned principally with tangential geometry and the applications of these concepts to tangentially symplectic foliations. The subject of tangential geometry is still at an elementary stage. The author here systematises current concepts and results and extends them, leading to the definition of vertical connections and vertical G-structures. Tangentially symplectic foliations are then characterised in terms of vertical symplectic forms. Some significant particular cases are discussed.
dc.description.degree	Doctoral thesis
dc.description.degree	PhD
dc.format.extent	122 pages
dc.format.mimetype	application/pdf
dc.identifier.other	http://hdl.handle.net/10962/d1005233
dc.identifier.uri	https://researchrepository.ru.ac.za/handle/123456789/4167
dc.language	English
dc.publisher	Rhodes University, Faculty of Science, Department of Mathematics
dc.rights	Remsing, Claudiu Cristian
dc.subject	Geometry -- Problems, exercises, etc
dc.subject	Geometry, Differential
dc.subject	Symplectic manifolds
dc.subject	Poisson manifolds
dc.subject	Foliations (Mathematics)
dc.title	Tangentially symplectic foliations
dc.type	Academic thesis

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