By Eugene D. Belokolos, Victor Enol'skii, Alexander R. Its, Vladimir B. Matveev
A quick yet self-contained exposition of the fundamentals of Riemann surfaces and theta features prepares the reader for the most topic of this article, specifically the appliance of those theories to fixing nonlinear integrable equations for numerous actual platforms. Physicists and engineers fascinated by learning solitons, section transitions, or dynamical (gyroscopic) structures, and mathematicians with a few history in algebraic geometry and abelian and automorphic features, are the designated viewers. This publication is acceptable to be used as a supplementary textual content to a path in mathematical physics.
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