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Symmetries of Partial Differential Equations - Conservation Laws - Applications - Algorithms (Hardcover, Reprinted from ACTA APPLICANDAE MATHEMATICAE, 15:1-2; 16:1-2, 1990)
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Symmetries of Partial Differential Equations - Conservation Laws - Applications - Algorithms (Hardcover, Reprinted from ACTA APPLICANDAE MATHEMATICAE, 15:1-2; 16:1-2, 1990)
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Total price: R5,718
Discovery Miles: 57 180
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2 The authors of these issues involve not only mathematicians, but
also speci alists in (mathematical) physics and computer sciences.
So here the reader will find different points of view and
approaches to the considered field. A. M. VINOGRADOV 3 Acta
Applicandae Mathematicae 15: 3-21, 1989. (c) 1989 Kluwer Academic
Publishers. Symmetries and Conservation Laws of Partial
Differential Equations: Basic Notions and Results A. M. VINOORADOV
Department of Mathematics, Moscow State University, 117234, Moscow,
U. S. S. R. (Received: 22 August 1988) Abstract. The main notions
and results which are necessary for finding higher symmetries and
conservation laws for general systems of partial differential
equations are given. These constitute the starting point for the
subsequent papers of this volume. Some problems are also discussed.
AMS subject classifications (1980). 35A30, 58005, 58035, 58H05. Key
words. Higher symmetries, conservation laws, partial differential
equations, infinitely prolonged equations, generating functions. o.
Introduction In this paper we present the basic notions and results
from the general theory of local symmetries and conservation laws
of partial differential equations. More exactly, we will focus our
attention on the main conceptual points as well as on the problem
of how to find all higher symmetries and conservation laws for a
given system of partial differential equations. Also, some general
views and perspectives will be discussed."
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