Stability of fractional optimal control problems with parameters in the objective function


Ebrahim Abd-Allah Ebrahim Youness, Nabil Abdel-Ghafar Mohammed El-Kholy, Mohamed Husien Mohamed Eid, Mohamed Amad Abdelraouf




In this article solvability and stability sets is given for the fractional optimal control problem which contains general parameters in the cost function. Further, the Kuhn-Tucker optimality necessary conditions are established in the presence fractional calculus. Finally, an illustrative example is given to clarify the development results in the paper.