By Paul H. Rabinowitz,Eduard Zehnder
Organized into 31 chapters, this ebook starts with an outline of a few simple results of the definition of algebraic whole integrability. this article then derives a illustration theorem for options of the Helmholtz equation. different chapters reflect on the integrable generalizations of the Volterra process and clarify the dynamical approach within the finite-dimensional case. This e-book discusses besides the worldwide periodic suggestions for the planar triple pendulum. the ultimate bankruptcy bargains with the matter of deriving the macroscopic conservation legislation, or the Euler equations, in actual style from the microscopic equations of classical mechanics.
This e-book is a helpful source for mathematicians.
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Additional resources for 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 by Paul H. Rabinowitz,Eduard Zehnder