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    Springer
    Publication Date: 2016-07-17
    Description: The local dynamics of the KdV–Burgers equation with periodic boundary conditions is studied. A special nonlinear partial differential equation is derived that plays the role of a normal form, i.e., in the first approximation, it determines the behavior of all solutions of the original boundary value problem with initial conditions from a sufficiently small neighborhood of equilibrium.
    Print ISSN: 1064-5624
    Electronic ISSN: 1531-8362
    Topics: Mathematics
    Published by Springer
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