Jameel Khaleel, A., Fouad Essa, H. (2014). The Generalized Taylor Expansion Method for Solving Some Types of Fractional Non-local Problems. Alustath, 17(4), 195-202.
Ahlam Jameel Khaleel; Hala Fouad Essa. "The Generalized Taylor Expansion Method for Solving Some Types of Fractional Non-local Problems". Alustath, 17, 4, 2014, 195-202.
Jameel Khaleel, A., Fouad Essa, H. (2014). 'The Generalized Taylor Expansion Method for Solving Some Types of Fractional Non-local Problems', Alustath, 17(4), pp. 195-202.
Jameel Khaleel, A., Fouad Essa, H. The Generalized Taylor Expansion Method for Solving Some Types of Fractional Non-local Problems. Alustath, 2014; 17(4): 195-202.

The Generalized Taylor Expansion Method for Solving Some Types of Fractional Non-local Problems

Journal of Al-Nahrain University - Science
Article 1, Volume 17, Issue 4, December 2014, Pages 195-202
Authors
Ahlam Jameel Khaleel; Hala Fouad Essa
Abstract
The aim of this paper is to prove the existence and the uniqueness of the solution for some types of fractional non-local problems, namely the non-linear non-local initial value problems for fractional Fredholm-Volterra integro-differential equations. Also, the generalized Taylor expansion method is used to solve the non-local initial value problem that consists of the linear fractional Fredholm-Volterraintegro-differential equation together with the linear non-local initial condition with some illustrative examples.
Keywords
non; Local Problems; Taylor Expansion Method; Fractional Fredholm; Voltera Integro; differential equations
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