A compactness result in approach theory with an application to the continuity approach structure
Ben Berckmoes

TL;DR
This paper proves a new compactness theorem within approach theory and applies it to extend Prokhorov's Theorem for the continuity approach structure, broadening the understanding of measure convergence.
Contribution
It introduces a novel compactness result in approach theory and generalizes Prokhorov's Theorem for the continuity approach structure.
Findings
Established a compactness result in approach theory.
Generalized Prokhorov's Theorem for the continuity approach structure.
Enhanced understanding of measure convergence in approach spaces.
Abstract
We establish a compactness result in approach theory which we apply to obtain a generalization of Prokhorov's Theorem for the continuity approach structure.
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Taxonomy
TopicsStability and Controllability of Differential Equations · Advanced Topology and Set Theory · Mathematical and Theoretical Analysis
