The purpose of this research is to study and create a stochastic mathematical model
based on a renewable energy source (wind).
The question of finding optimal values for the variables of the mathematical model
subject to stochastic conditions is one of the random mathematical problems, which require
special stochastic methods to solve in the general case.
The purpose of research is the study and analysis of some of the stochastic semi-gradient methods and their applicability to find the optimal solution for the issues of optimization are subject to the effects Random and conditions are controlled by c
hance, as we proved the convergence of some of these mathematical methods and their effectiveness for some of the issues of stochastic non-convex and equipped objective function and specific constraints and where taken energy complex solar as an example
The purpose of this research is to study and create a mathematical model under the terms of the probability of randomly imposed, specially by building a model of random Complex Solar particular by removing the salinity of the water, and thus to obtai
n fresh water and that, under certain conditions.
We Assure that the question of finding the optimum values for the variables solar collector above represent varieties of special issues of mathematical modeling and nonlinear stochastic, we point to that the most effective ways to find the perfect solution for this kind of issues are stochastic gradient methods
