Quantum metric spaces extend the classical notion of metric spaces into the noncommutative realm by utilising operator algebras and associated seminorms to capture geometric structure in settings ...
Geometric analysis of metric spaces is a vibrant research area at the interface of analysis, geometry and topology. It examines the intrinsic structure of spaces endowed with a notion of distance, ...
In this article, we introduce a McShane type integral on a complete metric space, endowed with a Radon measure μ with a family of cells that satisfies the Vitali covering theorem with respect to μ.
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