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What is Relaxation Method for Convex Sets about?

This document discusses an iterative relaxation method for finding the common point of intersection between convex sets. The method generalizes previous approaches. It involves defining a function D(x,y) between points in a convex set S that satisfies certain properties, including having a minimum value when x and y are equal. An iterative process is then described where the D-projection of the current point onto each convex set is found in turn, generating a relaxation sequence that converges to a common p

Author

Aditya Pillai

Language

EN