R. Oinarov; Z. Abdikalikova; L.-E. Persson.(2012-06-30)
This paper deal with a new Sobolev type function space called the space with multiweighted
derivatives. This space is a generalization of the usual one dimensional Sobolev space.
As basis for this space serves some ...
Expanding classes of nonnegative functions are constructed. In the case when kernels of Volterra-type integral operators belong to these classes the criteria of their boundedness and compactness in Lebesgue spaces are given.
Expanding classes of nonnegative functions are constructed. In
the case when kernels of Volterra-type integral operators belong to these
classes the criteria of their boundedness and compactness in Lebesgue spaces
are ...
We consider a new Sobolev type function space called the space with mul-
tiweighted derivatives W n , where = (α0, α1, . . . , αn ), α ∈ R, i = 0, 1, . . . , n, and
α
p,α i
kf ...
The embedding (1.1) has been considered in [4], but basically only sufficient conditions
for boundedness of the embedding (1.1) have been obtained. In [1] necessary
and sufficient conditions for boundedness and compactness ...
We introduce some nested classes of Volterra type integral operators. For the operators of these classes we establish criteria for boundedness and compactness in Lebesgue spaces.
We introduce some nested classes of Volterra type integral operators. For the operators of
these classes we establish criteria for boundedness and compactness in Lebesgue spaces.
We introduce some nested classes of Volterra type integral operators. For the operators of
these classes we establish criteria for boundedness and compactness in Lebesgue spaces.
We introduce some nested classes of Volterra type integral operators. For the operators of
these classes we establish criteria for boundedness and compactness in Lebesgue spaces.
We introduce some nested classes of Volterra type integral operators. For the operators of
these classes we establish criteria for boundedness and compactness in Lebesgue spaces.
Burenkov Victor I.; Gogatishvili Amiran; Guliyev Vagif S.(2012-06-30)
The problem of boundedness of the Riesz potential in local Morreytype
spaces is reduced to the problem of boundedness of the Hardy operator in
weighted Lp-spaces on the cone of non-negative non-increasing functions. ...
A.K. Aringazin; V.V.Arkhipov; A.S.Kudusov(2013-06-24)
BRST formulation of cohomological Hamiltonian mechanics is presented. In the
path integral approach, we use the BRST gauge fixing procedure for the partition function
with trivial underlying Lagrangian to fix symplectic ...
BRST formulation of cohomological Hamiltonian mechanics is presented. In the
path integral approach, we use the BRST gauge fixing procedure for the partition function
with trivial underlying Lagrangian to fix symplectic ...
Uvedený príspevok je zameraný na zobrazenie možností využívania metodiky Balanced Scorecard (BSC) pri
riadení firmy pomocou vyvážených ukazovateľov. V druhej časti je uvedená krátka charakteristika ponúkanej ...
Grell, M.; Kultan, J.,; Brixová, J.; Židová, D.(2013-12-18)
Initiate article is intended to show possibilities of using a methodology Balanced Scorecard (BSC) in managing
the company through balanced indicators. A short characteristic of the offered methodology is described ...