In this paper we obtain a degree of approximation of functions in Lq by operators associated with their Fourier series using integral modulus of continuity. These results generalize many known results and are proved under less stringent conditions on the infinite matrix
Since the trigonometric Fourier series of an integrable function does not necessarily converge to th...
In this work, first of all, L-omega(p),theta) (T) weighted grand Lebesgue spaces and Muckenhoupt wei...
AbstractSome inequalities associated with the Laplacian for trigonometric polynomials are given, whi...
We consider functions represented as trigonometric series with general monotone Fourier coefficients...
AbstractGiven a function f in the class Lip(α,p) (0<α⩽1,p⩾1), Chandra [P. Chandra, Trigonometric app...
summary:We show that the same degree of approximation as in the theorems proved by L. Leindler [Trig...
In this paper, we have proved four theorems on the degree of approximation ofcontinuous functions by...
The pointwise estimates of the deviations r T͂n,A,Bf (·) - f͂͂ (·) and T͂n,A,Bf (·) - f͂͂ (·,ε) in t...
We show the results corresponding to theorems of S. Lal [Appl. Math. Comput., 209 (2009) 346-350] on...
AbstractIn this paper we obtain the degree of approximation of signals (functions) belonging to Lip(...
AbstractIn this paper, the author has investigated trigonometrical polynomials associated with f∈Lip...
The degree of trigonometric approximation of continuous functions, which are periodic with respect t...
Now-a-days, approximation of functions have great importance in the field of science and engineering...
Abstract. We generalize some results on the degree of approximation of continuous func-tions by mean...
In this paper we study the degree of approximation of functionsf inC 2 andC 2 1 by the operatorsV n ...
Since the trigonometric Fourier series of an integrable function does not necessarily converge to th...
In this work, first of all, L-omega(p),theta) (T) weighted grand Lebesgue spaces and Muckenhoupt wei...
AbstractSome inequalities associated with the Laplacian for trigonometric polynomials are given, whi...
We consider functions represented as trigonometric series with general monotone Fourier coefficients...
AbstractGiven a function f in the class Lip(α,p) (0<α⩽1,p⩾1), Chandra [P. Chandra, Trigonometric app...
summary:We show that the same degree of approximation as in the theorems proved by L. Leindler [Trig...
In this paper, we have proved four theorems on the degree of approximation ofcontinuous functions by...
The pointwise estimates of the deviations r T͂n,A,Bf (·) - f͂͂ (·) and T͂n,A,Bf (·) - f͂͂ (·,ε) in t...
We show the results corresponding to theorems of S. Lal [Appl. Math. Comput., 209 (2009) 346-350] on...
AbstractIn this paper we obtain the degree of approximation of signals (functions) belonging to Lip(...
AbstractIn this paper, the author has investigated trigonometrical polynomials associated with f∈Lip...
The degree of trigonometric approximation of continuous functions, which are periodic with respect t...
Now-a-days, approximation of functions have great importance in the field of science and engineering...
Abstract. We generalize some results on the degree of approximation of continuous func-tions by mean...
In this paper we study the degree of approximation of functionsf inC 2 andC 2 1 by the operatorsV n ...
Since the trigonometric Fourier series of an integrable function does not necessarily converge to th...
In this work, first of all, L-omega(p),theta) (T) weighted grand Lebesgue spaces and Muckenhoupt wei...
AbstractSome inequalities associated with the Laplacian for trigonometric polynomials are given, whi...
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