Add to ORKGIn 1976 Fridy presented a series of theorems that chacterize when matrices preserve the Gibbs\u27 phenomenon. In this paper we present a multidimensional extension of the results of Fridy. In particular, we prove necessary and sufficient conditions for a positive RH-matrix to preserve the double Gibbs\u27 phenomenon for positive double sequences. Other related results are also established
AbstractRecently, Mursaleen and Mohiuddine [M. Mursaleen, S.A. Mohiuddine, Regularly σ-conservative ...
Gibbs manifolds are images of affine spaces of symmetric matrices under the exponential map. They ar...
AbstractThe goal of this paper is to characterize P-convergence in probability of four-dimensional w...
In 1976 Fridy presented a series of theorems that chacterize when matrices preserve the Gibbs\u27 ph...
AbstractIn 2000 Patterson proved that if a bounded double sequence is divergent then there are RH-re...
In this paper, we show that a matrix that maps ℓ′′ into ℓ′′ can be obtained from any RH-regular mat...
In 1981, Rath and Tripathy presented some classes of regular matrices such that every bounded seque...
The goal of this paper was to present a series of limit theorems that characterizes independent doub...
AbstractThe idea of almost convergence was introduced by Moricz and Rhoades [Math. Proc. Cambridge P...
Graduation date: 1976The topic of summability methods has been studied by many\ud although the name ...
International audienceLet $\mu$ be a Gibbs measure of the doubling map $T$ of the circle. For a $\mu...
This paper aims to reconstruct Mupad models to treat & resolve the overshoots & tautological...
AbstractMotivated by our earlier work on the statistical approximation of continuous functions by po...
AbstractThe idea of almost convergence for double sequences was introduced by Moricz and Rhoades [Ma...
We find necessary and sufficient conditions for transformations of double sequences almost convergen...
AbstractRecently, Mursaleen and Mohiuddine [M. Mursaleen, S.A. Mohiuddine, Regularly σ-conservative ...
Gibbs manifolds are images of affine spaces of symmetric matrices under the exponential map. They ar...
AbstractThe goal of this paper is to characterize P-convergence in probability of four-dimensional w...
In 1976 Fridy presented a series of theorems that chacterize when matrices preserve the Gibbs\u27 ph...
AbstractIn 2000 Patterson proved that if a bounded double sequence is divergent then there are RH-re...
In this paper, we show that a matrix that maps ℓ′′ into ℓ′′ can be obtained from any RH-regular mat...
In 1981, Rath and Tripathy presented some classes of regular matrices such that every bounded seque...
The goal of this paper was to present a series of limit theorems that characterizes independent doub...
AbstractThe idea of almost convergence was introduced by Moricz and Rhoades [Math. Proc. Cambridge P...
Graduation date: 1976The topic of summability methods has been studied by many\ud although the name ...
International audienceLet $\mu$ be a Gibbs measure of the doubling map $T$ of the circle. For a $\mu...
This paper aims to reconstruct Mupad models to treat & resolve the overshoots & tautological...
AbstractMotivated by our earlier work on the statistical approximation of continuous functions by po...
AbstractThe idea of almost convergence for double sequences was introduced by Moricz and Rhoades [Ma...
We find necessary and sufficient conditions for transformations of double sequences almost convergen...
AbstractRecently, Mursaleen and Mohiuddine [M. Mursaleen, S.A. Mohiuddine, Regularly σ-conservative ...
Gibbs manifolds are images of affine spaces of symmetric matrices under the exponential map. They ar...
AbstractThe goal of this paper is to characterize P-convergence in probability of four-dimensional w...