Search
Search Results
-
On the Optimality Conditions in the Weight Minimization Problem for a Shell of Revolution at a Given Vibration Frequency
AbstractWe consider shallow elastic shells with a given circular boundary and seek an axisymmetric shell shape minimizing the weight at a given...
-
On Almost Statistical Convergence of Weight r
In this paper, we introduce the opinion of \(\tau \)...
-
Caliber of Space of Subtle Complete Coupled Systems
AbstractIn this work, the caliber of the space of subtle (thin) complete coupled (linked) systems of a topological space is studied. It is proved...
-
Effective construction of Hilbert modular forms of half-integral weight
Given a Hilbert cuspidal newform g we construct a family of modular forms of half-integral weight whose Fourier coefficients give the central values...
-
The double density spectrum of a topological space
It is an interesting, maybe surprising, fact that different dense subspaces of even “nice” topological spaces can have different densities. So, our...
-
Weighted estimates for fractional bilinear Hardy operators on variable exponent Morrey–Herz space
In this article, we analyze the boundedness for the fractional bilinear Hardy operators on variable exponent weighted Morrey–Herz spaces
... -
ON DIMENSION OF THE SPACE OF DERIVATIONS ON COMMUTATIVE REGULAR ALGEBRAS
The present paper is devoted to the study of the dimension of the space of all derivations on homogeneous commutative regular algebras. We shall show...
-
Grand Morrey Spaces and Grand Hardy–Morrey Spaces on Euclidean Space
We define and study the grand Morrey spaces and the grand Hardy–Morrey spaces on Euclidean space. We also introduce the small block space and study...
-
Global solutions to the Kirchhoff equation with spectral gap data in the energy space
We prove that the classical hyperbolic Kirchhoff equation admits global-in-time solutions for some classes of initial data in the energy space. We...
-
Investigation of the Influence of Weight Coefficients in Solving the Problem of Permeability Identification for an Oil Field
AbstractSolution of the inverse problem is one of important steps at the process of the oil field development modeling. As a rule, the solution...
-
Singular solutions for space-time fractional equations in a bounded domain
This paper is devoted to describing a linear diffusion problem involving fractional-in-time derivatives and self-adjoint integro-differential space...
-
Stein–Weiss type inequality on the upper half space and its applications
In this paper, we establish some Stein–Weiss type inequalities with general kernels on the upper half space and study the extremal functions of the...
-
Well-posedness for Hamilton–Jacobi equations on the Wasserstein space on graphs
In this manuscript, given a metric tensor on the probability simplex, we define differential operators on the Wasserstein space of probability...
-
Weight spectra of Gabidulin rank-metric codes and Betti numbers
We consider q -matroids and their associated classical matroids derived from Gabidulin rank-metric codes. We express the generalized rank weights of a...
-
A Novel Approach for Text Classification Using Feature Selection Algorithm and Term Weight Measures
Text classification is a method for determining the class label of an unknown textual document. In text classification, the vector representation of...