Title of article :
Conformity of Fractional Volterra Integro- Differential Equation Solution with an Integral Equation of Fractional Order
Author/Authors :
Torkzadeh ، Leila Department of Mathematics - Faculty of Mathematics, Statistics and Computer Sciences - Semnan University , Dadsetadi ، Somayyeh Department of Mathematics - Faculty of Mathematics, Statistics and Computer Sciences - Semnan University
From page :
101
To page :
108
Abstract :
For the feasibility of using analytical and numerical studies and findings on fractional integral equations for integro-differential of the fractional order, in this work, the equivalence of a fractional Volterra integro-differential equation of the Hammerstein type with a fractional integral equation is investigated in the Banach space. For this purpose, we use the mutual properties of the fractional order derivative and integral on each other.
Keywords :
Fractional integro , differential equation · Hammerstein equation · Riemann , Liouville fractional integral · Caputo derivative
Journal title :
Global Analysis and Discrete Mathematics
Journal title :
Global Analysis and Discrete Mathematics
Record number :
2733899
Link To Document :
بازگشت