In this paper, using the even-type delayed mean of conjugate series, we have obtain the
degree of approximation for a conjugate function in the metric of the generalized Höder …

In this paper we consider some deferred matrix means of Fourier series. We give the degree
of seminormed approximation of functions from the spaces HP (w) space by such matrix …

35 APPROXIMATION OF FUNCTIONS BY SUPERIMPOSING OF DE LA VALLÉE POUSSIN
MEAN INTO DEFERRED MATRIX MEAN OF THEIR FOURIER SERIES I Page 1 Acta Math …

Firstly, we determine the degree of approximation of a bivariate periodic function by double
Abel–Poisson mean of its double Fourier series in the metric of a particular Zygmund's …

In this paper, we give a degree of approximation of a function in the space H p (ω, ω) by
using the second type double delayed arithmetic means of its Fourier series. Such degree of …

This paper deals with the degree of approximation by an operator based on the partial sum
of the Fourier series of a function of class L p, p≥ 1. We use modulus of continuity of the …

In this paper, we study the degree of convergence of the functions of Fourier series and
conjugate Fourier series in Sobolev spaces using Riesz means. We also study some …

On approximation by Abel–Poisson and conjugate Abel–Poisson means in Hölder metric |
Afrika Matematika Skip to main content SpringerLink Account Menu Find a journal Publish with …

In this paper, the degree of convergence of a function of two dimensional variable of double
Fourier series in Sobolev spaces using double Riesz means is obtained. The degree of …

The first results on approximation in the Hölder metric is based on the study of Prössdorf. In
1979, Leindler's paper on the generalizations of Prössdorf's theorems appeared. Later, in …