Differential Game Model of Dispersed Material Drying

TL;DR

This paper develops differential game models for dispersed material drying, demonstrating the existence of optimal strategies and providing a numerical method for their computation.

Contribution

It formalizes continuous and discrete game-theoretic models for drying processes and proves the existence of optimal strategies using differential game theory.

Findings

Existence of optimal drying strategies established

Optimal strategies can be computed numerically

Models applicable to dispersed material drying processes

Abstract

Continuous and discrete game-theoretic models of dispersed material drying process are formalized and studied in the paper. The existence of optimal drying strategies is shown through application of results from the theory of differential games and dynamic programming. These optimal strategies can be found numerically.