Ebook Info
- Published: 2014
- Number of pages: 120 pages
- Format: PDF
- File Size: 3.32 MB
- Authors: Jens Hoppe
Description
The Projection Method of Olshanetsky and Perelomov.- Classical Integrability of the Calogero-Moser Systems.- Solution of a Quantum Mechanical N-Body Problem.- Algebraic Approach to x 2 + ?/x 2 Interactions.- Some Hamiltonian Mechanics.- The Classical Non-Periodic Toda Lattice.- r-Matrices and Yang Baxter Equations.- Integrable Systems and gl(?).- Infinite Dimensional Toda Systems.- Integrable Field Theories from Poisson Algebras.- Generalized Garnier Systems and Membranes.- Differential Lax Operators.- First Order Differential Matrix Lax Operators and Drinfeld-Sokolov Reduction.- Zero Curvature Conditions on W ?, Trigonometrical and Universal Enveloping Algebras.- Spectral Transform and Solitons.- Higher Dimensional ?-Functions.
User’s Reviews
Keywords
Free Download Lectures on Integrable Systems in PDF format
Lectures on Integrable Systems PDF Free Download
Download Lectures on Integrable Systems 2014 PDF Free
Lectures on Integrable Systems 2014 PDF Free Download
Download Lectures on Integrable Systems PDF
Free Download Ebook Lectures on Integrable Systems