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CANONIC INTEGRALS OF DYNAMIC SYSTEMS WITH CYLINDRIC PHASE SPACE

By Eugeny Valentinovich Kruglov and The Nizhny Novgorog State Agricultiral Academy (Russian Federation)

Abstract

The theory of canonic integrals for the dynamic systems with cylindric phase space is developed. The definitions are introduced, and the theorems of existing canonic integrals corresponding to the separatrix contours of the concrete types are proven, the theory of semi-algebraic systems of the differential equations with the Darboux type integrals coinciding in a number of the cases with canonic integrals is developed.Available from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio

Topics: 12A - Pure mathematics, CANONIC INTEGRALS, DYNAMIC SYSTEMS, CYLINDRIC PHASE SPACES
Year: 1997
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