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New Class of Separable Banach Spaces by EDU CIPANA is a document available to read on EtoBox.

This document summarizes a research paper that constructs a new class of Banach spaces called KSp spaces. These spaces contain the standard Lp spaces as well as finitely additive measures. Importantly, they also contain Henstock-Kurzweil integrable functions like the Feynman kernel. As applications, the authors use these spaces to construct the elementary path integral and suggest that KS2 is a more appropriate Hilbert space for quantum theory.

Author

EDU CIPANA

Language

EN