Optimal control theory for differential equations is a pivotal discipline that combines rigorous mathematical analysis with practical applications in engineering, economics, and the natural sciences.

The goal of controlling a system is to reach or retain stability. In control theory, stability is described with the Lyapunov stability criteria and mathematical models that set into relation the ...

Optimal control theory for partial differential equations (PDEs) represents a compelling confluence of mathematical analysis and engineering applications. This approach involves the determination of ...