Topological, smooth and holomorphic classifications of nonautonomous linear differential systems and projective matrix Riccati equations

Details Topological, smooth and holomorphic classifications of nonautonomous linear differential systems and projective matrix Riccati equations Topological, smooth and holomorphic classifications of nonautonomous linear differential systems and projective matrix Riccati equations

2011-01-05

arxiv.org/abs/1101.1048v1

Mathematics

Dynamical Systems

35 pages

Scientific paper

The questions of global topological, smooth and holomorphic classifications
of the differential systems, defined by covering foliations, are considered.
The received results are applied to nonautonomous linear differential systems
and projective matrix Riccati equations.

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