SMETANOVÁ, Dana, Jana VOLNÁ and Petr VOLNÝ. Geometrická formulace Hamiltonovy Teorie (The geometric formulation of Hamilton’s theory). In Leopold Herrmann. Matematika na vysokých školách : sborník semináře. 1. vyd. Praha: JČMF v Praze a ČVUT v Praze, 2013. p. 120-125, 6 pp. ISBN 978-80-01-05325-6.
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Basic information
Original name Geometrická formulace Hamiltonovy Teorie
Name (in English) The geometric formulation of Hamilton’s theory
Authors SMETANOVÁ, Dana, Jana VOLNÁ and Petr VOLNÝ.
Edition 1. vyd. Praha, Matematika na vysokých školách : sborník semináře, p. 120-125, 6 pp. 2013.
Publisher JČMF v Praze a ČVUT v Praze
Other information
Original language Czech
Type of outcome Proceedings paper
Field of Study 10101 Pure mathematics
Country of publisher Czech Republic
Confidentiality degree is not subject to a state or trade secret
Publication form printed version "print"
Organization unit Institute of Technology and Business in České Budějovice
ISBN 978-80-01-05325-6
Keywords (in Czech) Hamiltonova teorie; fibrovaná varieta; Poincarého - Cartanova forma; Lepageův ekvivalent Lagrangiánu; problém regularity
Keywords in English Hamilton theory; fibered manifold; Poincaré-Cartan form; Lepagean equivalent of the Lagrangian; the regularity problem
Tags KPV1, MAT_1
Changed by Changed by: RNDr. Dana Smetanová, Ph.D., učo 10770. Changed: 9/12/2013 20:48.
Abstract
Stručný přehled geometrické formulace Hamiltonovy teorie na fibrovaných varietách, od Poincarého - Cartanovy formy po Lepageův ekvivalent Lagrangiánu.
Abstract (in English)
A brief overview of the geometric formulation of Hamilton's theory on fibered manifolds, from Poincaré - Cartan form for Lepagean equivalent of the Lagrangian.
PrintDisplayed: 25/10/2020 17:50