In the paper we prove uniform convergence of the Riesz means of eigenfunction expansions associated with the bi-harmonic operator on the closed domai
In this note we discuss notions of convolutions generated by biorthogonal systems of elements of a H...
In this note we discuss notions of convolutions generated by biorthogonal systems of elements of a H...
In this note we discuss notions of convolutions generated by biorthogonal systems of elements of a H...
In the paper we prove uniform convergence of the Riesz means of eigenfunction expansions associated ...
In this paper we study the summability problems of the spectral expansions associated with the el...
In this paper we study the summability problems of the spectral expansions associated with the el...
In this work, weinvestigate conditions for summability of the Fourier-Laplace series of integrable f...
This study examines the problem of uniform convergence for the functions from the Nikolskii class. T...
The problems of engineering sciences can be modelled using equations of mathematical physics. Mathem...
The problems of engineering sciences can be modelled using equations of mathematical physics. Mathem...
The mathematical models of the various vibrating systems are partial differential equations and find...
1994 / 1. szám Horváth M.: Local uniform convergence of the eigenfunction expansion associated...
In this paper, we deal with the problems of the expansions of the periodic distributions. We obtaine...
We compare the Fourier integral with the Fourier series in summation associated with elliptic polino...
We compare the Fourier integral with the Fourier series in summation associated with elliptic polino...
In this note we discuss notions of convolutions generated by biorthogonal systems of elements of a H...
In this note we discuss notions of convolutions generated by biorthogonal systems of elements of a H...
In this note we discuss notions of convolutions generated by biorthogonal systems of elements of a H...
In the paper we prove uniform convergence of the Riesz means of eigenfunction expansions associated ...
In this paper we study the summability problems of the spectral expansions associated with the el...
In this paper we study the summability problems of the spectral expansions associated with the el...
In this work, weinvestigate conditions for summability of the Fourier-Laplace series of integrable f...
This study examines the problem of uniform convergence for the functions from the Nikolskii class. T...
The problems of engineering sciences can be modelled using equations of mathematical physics. Mathem...
The problems of engineering sciences can be modelled using equations of mathematical physics. Mathem...
The mathematical models of the various vibrating systems are partial differential equations and find...
1994 / 1. szám Horváth M.: Local uniform convergence of the eigenfunction expansion associated...
In this paper, we deal with the problems of the expansions of the periodic distributions. We obtaine...
We compare the Fourier integral with the Fourier series in summation associated with elliptic polino...
We compare the Fourier integral with the Fourier series in summation associated with elliptic polino...
In this note we discuss notions of convolutions generated by biorthogonal systems of elements of a H...
In this note we discuss notions of convolutions generated by biorthogonal systems of elements of a H...
In this note we discuss notions of convolutions generated by biorthogonal systems of elements of a H...
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