科研之友
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摘要
Let M and N be admissible Hausdorff topological spaces endowed with admissible families of open coverings. Assume that F is a semigroup acting on both M and N. In this paper we study the behavior of limit sets, prolongations, prolongational limit sets, attracting sets, attractors, and Lyapunov stable sets (all concepts defined for the action of the semigroup S) under equivariant maps and semiconjugations from M to N.
- 出版日期2015-12
