Logarithmic convexity of fixed points of stochastic kernel operators

TL;DR

This paper proves logarithmic convexity properties of fixed points of stochastic kernel operators, which are important for applications in economic strategic market games.

Contribution

It introduces new results on the logarithmic convexity of fixed points of stochastic kernel operators, advancing theoretical understanding in this area.

Findings

Established logarithmic convexity of fixed points

Provided theoretical foundation for economic applications

Enhanced understanding of stochastic kernel operators

Abstract

In this article we prove results on logaritmic convexity of fixed points of stochastic kernel operators. These results are expected to play a key role in the economic application to strategic market games.