Functional Algebras and Dimensional Reduction in the LPDEs Integration Problem

Alexander V. Shapovalov; Igor' Victorovich Shirokov

doi:10.2991/jnmp.1997.4.1-2.7

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Functional Algebras and Dimensional Reduction in the LPDEs Integration Problem

Alexander V. Shapovalov, Igor' Victorovich Shirokov

Journal of Nonlinear Mathematical Physics1997doi:10.2991/jnmp.1997.4.1-2.7

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Abstract

The paper is devoted to application of the noncommutative integration method for linear partial differential equations.This method is based on the noncommutative integration theory for finite-dimensional Hamiltonian systems and is generalized for so-called functional algebras.

Authors

Alexander V. Shapovalov#1 Igor' Victorovich Shirokov#2

Institutions

National Research Tomsk State University Omsk State University

Provenance

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External reference records

10.1007/bf02065973

10.1007/bf02065973 · 1995

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1978

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10.1007/bf01016465

10.1007/bf01016465 · 1992

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1980

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