Hausdorff operator in Lebesgue spacesWe study the boundedness of the Hausdorff operator in various types of
Lebesgue spaces, e
Relatively compact sets in variable-exponent Lebesgue spacesWe study totally bounded sets in variable
Lebesgue spaces. The full characterization of this kind
Hausdorff Operator on Weighted Lebesgue and Grand Lebesgue p-Adic Spaces conditions of its boundedness in weighted
Lebesgue and grand
Lebesgue spaces. Sharpness of some
On Hardy type inequalities in grand Lebesgue spaces L p) for 0 < p ≤ 1 Lebesgue spaces. Also, it is proved that the grand
Lebesgue space (Formula presented.) is a quasi
On Hardy type inequalities in grand Lebesgue spaces L p) for 0 < p ≤ 1 Lebesgue spaces. Also, it is proved that the grand
Lebesgue space (Formula presented.) is a quasi
The Composition Operator on Mixed-Norm Lebesgue SpacesIt is known that the boundedness of the composition operator on
Lebesgue spaces is equivalent
On Holder’s Inequality in Lebesgue Spaces with Variable Order of Summability) in
Lebesgue spaces with variable order of summability. Using it, we prove an analogue of Hölder’s inequality
On two-weight inequalities for Hausdorff operators of special kind in Lebesgue spaces for the boundedness for Hausdorff operators of special kind in weighted
Lebesgue spaces. In particular, we get similar
Kernel operators with variable intervals of integration in lebesgue spaces and applicationsKernel operators with variable intervals of integration in
lebesgue spaces and applications
On boundedness of a certain class of hardy–steklov type operators in lebesgue spacesOn boundedness of a certain class of hardy–steklov type operators in
lebesgue spaces