TITLE:
Mathematical Analysis of an Optimal Control Problem of Surface Water Pollution
AUTHORS:
Djibo Moustapha, Hamidou Haoua, Saley Bisso
KEYWORDS:
Sand Dune Formation, Objective Function, Operators, State Equation
JOURNAL NAME:
Applied Mathematics,
Vol.8 No.2,
February
24,
2017
ABSTRACT: We present in this paper a new technique based on Gelfand’s triplet [1] and include differential theory to make a theoretical analysis of an optimal control problem with constraints governed by coupled partial differential equations. This technique allowed us to give some theoretical results of existence and uniqueness of the solution of constraints and characterize the optimal control.