A collection of papers devoted to various mathematical problems of classical dynamics, originally presented as talks at a seminar in the Department of Mathematics and Mechanics of Moscow Lomonosov University. Among the topics are stability of motion and algebraic geometry; homoclinic orbits to invariant tori of Hamiltonian systems; an estimate of irremovable nonconstant terms in the reducibility problem; and various aspects of n-dimensional rigid body dynamics. Translated from the Russian. No index. Annotation copyright by Book News, Inc., Portland, ORThis is a collection of papers devoted to various mathematical problems of classical dynamics. ... to get acquainted with work done in the field of dynamical systems of classical mechanics at the Department of Mathematics and Mechanics . ... In his paper the classical problem on the inversion of the famous Lagrange- Dirichlet theorem on the stability of equilibrium is solved in the case of analytic potential.

Title | : | Translations. Ser. 2, 168. Dynamical systems in classical mechanics |

Author | : | Valeriĭ Viktorovich Kozlov |

Publisher | : | American Mathematical Soc. - 1995 |

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