Computing sub differential limits of operators on Banach spaces

TL;DR

This paper investigates conditions that improve the estimation of sub differential limits of operators on Banach spaces, contributing to a deeper understanding of their behavior.

Contribution

It introduces new conditions that allow for better estimation of sub differential limits of operators on Banach spaces.

Findings

Established criteria for improved sub differential limit estimates

Enhanced understanding of operator behavior in Banach spaces

Potential applications in functional analysis and operator theory

Abstract

In this paper we give conditions under which sub differential limits can be better estimated.