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Hausdorff–Berezin operators on weighted spaces of integral operators on the unit disc D, which are called Hausdorff–
Berezin operators. We consider general
Moser's estimates for degenerate Kolmogorov equations with non-negative divergence lower order coefficients,t)=(x1,…,xN,t)=z is a point of RN+1, and 1≤m0≤N. (aij) is a uniformly positive symmetric matrix
Paranormal measurable operators affiliated with a semifinite von Neumann algebraWe investigate paranormal measurable operators affiliated with a semifinite von Neumann algebra
To Birman–Krein–Vishik TheoryLet A ≥ mA > 0 be a closed positive definite symmetric operator
Almost symmetric and antisymmetric spaces with affine connectionLet (M,nabla) be an almost symmetric space. The curvature tensor R and the torsion tensor
On a supremum operatorFor a supremum operator on the semi-axis with a measurable non-negative function φ(x, y
On the boundedness and compactness of a certain integral operator for the boundedness and compactness of the integral operator of the form [mathematical equation] from Lp → Lq
Alternative criteria for the boundedness of volterra integral operators in lebesgue spacesThree different criteria for Lp -Lq boundedness of Volterra integral operator (1.1) with locally
Some equivalent criteria for the boundedness of Hardy-type operators on the cone of quasimonotone functions of non-negative Borel measurable functions on [0, infty), and let A be a positive operator. par Introduce
On invertibility of some operator sumsWe study invertibility of some sums of linear bounded operators on Hilbert space (Theorem 1). A
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