A. V. BORISOV, S. L. DUDOLADOV FacultyofMechanics and Mathematics Department of Theoretical Mechanics Moscow State University Vorobievy gory, Moscow, 119899, Russia E-mail: borisov@uni.udm.ru, dsl@online.ru ; (1.1) (1.2) gi xi i KOVALEVSKAYA EXPONENTS AND POISSON STRUCTURES Received September 30, 1999 We consider generalizations of pairing relations for Kovalevskaya exponents in quasihomogeneous systems with quasihomogeneous tensor invariants. ... Quasihomogeneous systems. ... DAN SSSR, dynamics. ...

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Contents Curricula, and Programs. Mathematical Analysis. (The Program of Mathematical Physics Department).............................................. Algebra and Analytical Geometry.(The program of (General "Mathematics" Department)................................ Computer and Programming. (The program of Algorithmic Languages Department).................................... The practical work on Computers.( Department of Algorithmic. Languages)............................................... Discrete

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