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The spectral estimates for the Neumann–Laplace operator in space domains-trivial Neumann eigenvalue are obtained in terms of geometric characteristics of Sobolev mappings. The suggested
Two-level iterative method for non-stationary mixed variational inequalities-valued nonmonotone mapping and a general convex function, where only approximation sequences are known instead
On the $\tau$-compactness of products of $\tau$-measurable operators adjoint to semi-finite von Neumann algebrasLet M be the von Neumann algebra of operators in a Hilbert space H and $\tau$ be an exact
normal
A Degree Theory for Lagrangian Boundary Value Problems of mapping degree of current importance applies to Lagrangian problems
Automorphisms of spectral lattices of positive contractions on von Neumann algebras Neumann algebras without Type I2 direct summand any such a map is a composition of function calculus
Multiservice queueing system with MAP arrivals for modelling LTE cell with H2H and M2M communications and M2M aggregationThe paper address resource allocation in an LTE call with both human-to-human and machine-to
The de Rham Cohomology through Hilbert Space Methods
to as the Neumann problem after Spencer
The approximate conformal mapping onto multiply connected domains mapping of the unit disk with N circular slits or an annulus with (N - 1) circular slits onto an arbitrary
Comparison of some types of locally covering mappings mappings are constructed. © 2016, House of the Book of Science. All rights reserved.
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