Existence of solution for 2-D time-fractional differential equations with a boundary integral condition

Existence of solution for 2-D time-fractional differential equations with a boundary integral condition

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Abstract In this article, we prove the existence and uniqueness of a solution for 2-dimensional time-fractional differential equations with classical and integral boundary conditions.We start by writing this problem in DIL Switches the operator form and we choose suitable spaces and norms.Then we Baby Bonnet establish prior estimates from which we deduce the uniqueness of the strong solution.For the existence of solution for the fractional problem, we prove that the range of the operator generated by the considered problem is dense.