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Functions of Bounded Convexity Analysis by Victoria Rojas is a document available to read on EtoBox.

This document summarizes the key concepts and results from a paper on functions of bounded convexity. It defines such functions as those where the total convexity K(f) is finite, playing a similar role to total variation for functions of bounded variation. It is shown that functions of bounded convexity are continuous and differentiable, with exceptions at most countably many points. A representation theorem shows such functions can be written as the difference of two convex functions. The space of such fun

Author

Victoria Rojas

Language

EN