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On τ-Compactness of Products of τ-Measurable Operators of operators on a Hilbert space (Formula presented.), τ be a faithful normal semifinite trace on (Formula
Orlicz-fractional maximal operators on weighted Lp spaces ∈ BMO(ℝn), and Iα the fractional integral operator. © Element, Zagreb.
Hardy type inequalities and compactness of a class of integral operators with logarithmic singularitiesWe establish criteria for both boundedness and compactness for some classes of integral operators
Integrable products of measurable operators conditions for integrability of operator product A,B M. We prove that AB ∈ Lp(M, τ) ⇔ AB ∈ Lp(M, τ) ⇔ AB
Spectral Properties of the Fourth Order Differential Operator with Integral Conditions and integral conditions containing a linear combination of derivatives of an unknown function. In terms
Spectral theory of fractional order integration operators, their direct sums, and similarity problem to these operators of their weak perturbations. The problem of the similarity of the Volterra integral operators to the operators J^alpha is discussed too."
Hausdorff–Berezin operators on weighted spaces of integral operators on the unit disc D, which are called Hausdorff–
Berezin operators. We consider general
Cauchy integral and singular integral operator over closed Jordan curves operator as well as the boundary behavior of the Cauchy type integral. These results are of significance
Cauchy integral and singular integral operator over closed Jordan curves the boundedness of the singular integral operator as well as the boundary behavior of the Cauchy type integral
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