On Generalized fractional Integral Operators

Abstract

Abstract

In this paper, different integral operators for functions of two variables namely fractional integral operator and generalized fractional integral operator have been defined. Also defined the different spaces for functions of two variables and studied defined the operators on these spaces. Finally, proved the generalized fractional integral operators for function of two variables that are bounded from a generalized Morrey space of functions of two variables to another.

Keywords: fractional integral operator, function space, generalized fractional integral operator, Morrey spaces.

Cite this Article

T.G. Thange. On Generalized Fractional Integral Operators. Research & Reviews: Discrete Mathematical Structures. 2019; 6(1): 10–14p.