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Integrability and chaos: the classical uncertainty
Integrability and chaos classical uncertainty
2010/12/28
In recent years there has been a considerable increase in the publishing of textbooks and mono-
graphs covering what was formerly known as random or irregular deterministic motion, now named
by the ...
Separation of variables and explicit theta-function solution of the classical Steklov--Lyapunov systems: A geometric and algebraic geometric background
Separation of variables explicit theta-function solution
2010/4/6
The paper revises the explicit integration of the classical Steklov--Lyapunov systems via separation of variables, which was first made by F. K\"otter in 1900, but was not well understood until recent...