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Bilinear rough singular integral operators on Morrey spaces
Salim D., Sawano Y., Zanu P.
Recently Grafakos et al., have proved that the bilinear rough singular integral operators
Besov spaces in operator theory
Peller V.V.
The survey is devoted to diverse applications of Besov classes in operator theory
Refinements of some integral inequalities for unified integral operators
Jung C.Y., Farid G., Andrić M., Pečarić J., Chu Y.-M.
of fractional integral operators. © 2021, The Author(s).
Refinements of Some Integral Inequalities for s,m -Convex Functions
Farid G., Chu Y.-M., Andrić M., Jung C.Y., Pečarić J., Kang S.M.
of bounds for unified integral operators but also for various associated fractional integral operators
On τ-Compactness of Products of τ-Measurable Operators
Bikchentaev A.
of operators on a Hilbert space (Formula presented.), τ be a faithful normal semifinite trace on (Formula
Generalized interpolating polynomial operator An
Galimyanov A., Minnegalieva C.
and fractional integration are used. An operator type is obtained, the corresponding formula is derived. A
Generalized fractional integral operators on Orlicz–Hardy spaces
Arai R., Nakai E., Sawano Y.
The generalized fractional integral operators are shown to be bounded from an Orlicz–Hardy space
On boundedness of certain integral operators
Polunin, V. A., Vasilyev, V. B., Erygina, N. S.
We study mapping properties of two-dimensional linear integral operators in some weighted spaces
On Bellman-Golubov theorems for the Riemann-Liouville operators
Zung P.T.
Superposition of Fourier transform with the Riemann - Liouville operators is studied. Copyright
On a Generalized Fractional Integral and Related Methodological Remarks
Vivas-Cortez M., Valdés J.E.N., Jain S., Agarwal P.
In this paper, we define a generalized fractional integral of order α which are the natural

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