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Quasi-Convergence in Order-Preserving Semiflows by XIISCC-13 SHUBHAYAN GHOSAL is a document available to read on EtoBox.
What is Quasi-Convergence in Order-Preserving Semiflows about?
The document discusses generic quasi-convergence in strongly order preserving semiflows, focusing on the convergence of trajectories to equilibria in monotone systems. It introduces key definitions, theorems, and conditions necessary for establishing quasi-convergence, particularly in ordered metric spaces. The findings extend the applicability of monotone systems by eliminating extra compactness conditions and providing a rigorous framework for analysis.
- Author
- XIISCC-13 SHUBHAYAN GHOSAL
- Language
- EN