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Calculation of low-field chemical shifts for α-CH protons in native and compact denatured binase of proton CSD upon binase transition to a compact denatured state. It was shown that disappearance of low
On the existence of global weak solutions with compact support of mixed problems for the Vlasov–Poisson systemWe present sufficient conditions for existence of global weak solutions with compact supports
ON BOUNDEDNESS AND COMPACTNESS OF DISCRETE HARDY OPERATOR IN DISCRETE WEIGHTED VARIABLE LEBESGUE SPACES the problem of compactness of the discrete Hardy operator in discrete weighted variable Lebesgue spaces. We
New Approach to the Generalized
Poincare Conjecture been obtained. Main Theorem.
Let Mn be a n-dimensional, connected, simply connected, compact, closed
Concept of new compact model of deep-submicron MOSFETConcept of new compact model for the simulation of deep submicron (DSM), nanometer-scale
MOFFET
The structure of invariant measures on locally compact semigroups with open translationsThe structure of invariant measures on locally compact semigroups with open translations
On convexity and compactness of operator ``intervals'' on Hilbert space$, that the operator ``interval'' $I_X$ is compact if and only if an operator $X$ is compact.
Ideal F-norms on C*-algebras© 2015, Allerton Press, Inc. We show that every measure of non-compactness on a W
COMPACT DIRECTIONAL COUPLER IMPLEMENTED ON COMPACT STRUCTURESThis paper describes the design of a compact directional coupler whose dimensions have been reduced
Topological vector spaces problems in homology and homotopy theories differential forms and forms with compact supports and their strong duals, i.e., currents with compact supports
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