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    Analysis, et Cetera: Research Papers Published in Honor of Jürgen Moser's 60th Birthday
    Analysis, et Cetera: Research Papers Published in Honor of Jürgen Moser's 60th Birthday
    Analysis, et Cetera: Research Papers Published in Honor of Jürgen Moser's 60th Birthday
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    Analysis, et Cetera: Research Papers Published in Honor of Jürgen Moser's 60th Birthday

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    Analysis, et cetera: Research Papers Published in Honor of Jürgen Moser's 60th Birthday provides a collection of papers dedicated to Jürgen Moser on the occasion of his 60th birthday. This book covers a variety of topics, including Helmholtz equation, algebraic complex integrability, theory of Lie groups, and trigonometric polynomials. Organized into 31 chapters, this book begins with an overview of some basic consequences of the definition of algebraic complete integrability. This text then derives a representation theorem for solutions of the Helmholtz equation. Other chapters consider the integrable generalizations of the Volterra system and explain the dynamical system in the finite-dimensional case. This book discusses as well the global periodic solutions for the planar triple pendulum. The final chapter deals with the problem of deriving the macroscopic conservation laws, or the Euler equations, in accurate fashion from the microscopic equations of classical mechanics. This book is a valuable resource for mathematicians.
    LanguageEnglish
    PublisherAcademic Press
    Release dateMay 10, 2014
    ISBN9781483268866
    Analysis, et Cetera: Research Papers Published in Honor of Jürgen Moser's 60th Birthday

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