الفهرس | Only 14 pages are availabe for public view |
Abstract In this thesis we study, under certain conditions, the existence of a unique solution of the nonhomogeneous fractional order evolution equation the nonhomogeneous fractional order evolutionary integral equation and the nonhomogeneous fractional order evolutionary integro-differential equation where is a closed linear operator with dense domain in the Banach space . Also we prove the continuation properties of the solution and its fractional derivative . Finally we prove the maximal regularity property of the solution and give some examples. |