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   extremal positive solutions for the distributed order fractional hybrid differential equations  
   
نویسنده noroozi hossein ,ansari alireza
منبع computational methods for differential equations - 2013 - دوره : 1 - شماره : 2 - صفحه:120 -134
فایل تمام متن
چکیده    in this article, we prove the existence of extremal positive solution for the distributed order fractional hybrid differential equation$$int_{0}^{1}b(q)d^{q}[frac{x(t)}{f(t,x(t))}]dq=g(t,x(t)),$$using a fixed point theorem in the banach algebras. this proof is given in two cases of the continuous and discontinuous function $g$, under the generalized lipschitz and caratheodory conditions.
کلیدواژه fractional hybrid differential equations ,distributed order ,extremal solutions ,banach algebra
آدرس shahrekord university , shahrekord university
 
 

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