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COMPOUND FRACTIONAL INTEGRAL OPERATORS IN HELDER'S SPACES
Journal: Science and world (Vol.1, No. 1)Publication Date: 2013-09-28
Authors : Mamatov T.Yu.;
Page : 30-37
Keywords : functions of two variables; integral of Riemann-Lioville; compound fractional integral; mixed difference; Helder's spaces.;
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- COMPOUND FRACTIONAL INTEGRAL OPERATORS IN HELDER'S SPACES
- THE FRACTIONAL INTEGRAL OPERATORS ON MORREY SPACES OVER Q-HOMOGENEOUS METRIC MEASURE SPACE
- THE MIXED FRACTIONAL DIFFERENTIAL OPERATORS IN HÖLDER SPACES
- Exponential operators for Fredholm singular integral equations and space fractional PDEs.
- INTEGRAL MEANS AND HOLDER INEQUALITIES OF ANALYTIC FUNCTIONS ASSOCIATED WITH FRACTIONAL Q-CALCULUS OPERATORS
Abstract
We study compound fractional integral of Riemann-Lioville of the function of two variables in Helder's space. We investigate action of operators of compound fractional integration in Helder's spaces of functions of two variables, defined usual Helder's condition , as Helder's compound condition .
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