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DIFFERENTIAL-DIFFERENCE OPERATORS WITH DEGENERATION SATISFYING THE KATO SQUARE ROOT CONJECTUREWe consider a nonnegative differential-difference operator with degeneration. It is proved
A Spectral Sobolev Problem for the Biharmonic OperatorAbstract: Consider the biharmonic operator on the 3-dimensional torus with the domain given
Spectral theory of fractional order integration operators, their direct sums, and similarity problem to these operators of their weak perturbationsThis survey is concerned with the spectral theory of Volterra operators An = ⊕nj bjJαj, αj > 0
Nonlocal elliptic operators for compact lie groupsThe class of nonlocal operators corresponding to shifts along orbits under the action of a compact
Calculations of Norms for Monotone Operators on Cones of Functions with Monotonicity Properties for monotone operators on the cones of functions with monotonicity properties. We implement a general approach
Convergence in Measure and τ-Compactness of τ-Measurable Operators, Affiliated with a Semifinite von Neumann Algebra. We establish the Leibniz criterion for sign-alternating series of τ-measurable operators and present
Integrable products of measurable operators operators, assume also that M is the *-algebra of all τ-measurable operators. We give the sufficient
REFORMING OF HIGHER EDUCATION IN THE UK: VALUE AND NORMATIVE DIMENSIONS unitary system is considered in the context of existing alternative approaches to the choice of strategic
Paranormal Measurable Operators Affiliated with a Semifinite von Neumann Algebra© 2018, Pleiades Publishing, Ltd. Let M be a von Neumann algebra of operators on a Hilbert space H
ON THE BOUNDEDNESS OF HAUSDORFF OPERATORS ON MORREY-TYPE SPACESWe give conditions ensuring the boundedness of Hausdor-operators on Morreytype spaces. Sharpness
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