Add to ORKGIn a recent paper [Savas ̧ and Rhoades in Appl. Math. Lett. 22:1462-1466, 2009], the authors extended the result of Flett [Proc. Lond. Math. Soc. 7:113-141, 1957] to double summability. In this paper, we consider some further extensions of absolute Cesàro summability for double series. MSC: 40F05; 40G0
The aim of this study is to give some invariant summability definitions for double real number seque...
Bu çalışma üç bölümden oluşmaktadır. Birinci bölümde, kısaca toplanabilme metotları ve Tauber teoris...
Abstract. A general theorem concerning some absolute summability factors of infinite series is prove...
In a recent paper [Savas ̧ and Rhoades in Appl. Math. Lett. 22:1462-1466, 2009], the authors extende...
In this paper, we have proved a known theorem dealing with ϕ — |C, α|k summability factors of i...
In this paper we have extended the corresponding results on the Riesz summable single series to Ries...
As we know the theory of double series has been widely used in mathematics and entered in many appli...
By (U, V), we denote the set of all sequences 𝜖∈ = ∈(𝜖n) such that Σϵnan is summab...
AbstractIn this work it is shown that if C(α,β) and C(γ,δ) are double Cesàro matrices with α≥γ>−1,β≥...
In this paper, we generalize a new result on absolute index double matrix summability. Dealing with ...
We have generalized Littlewood Tauberian theorems for (C,k,r) summability of double sequences by usi...
ABSTRACT. A theorem concerning some new absolute summability method is proved. Many other results, s...
Abstract Denote by the sequence space defined by for . In a recent paper by E. Savaş and H...
Two new general results concerning absolute summability of an infinite series which extended and gen...
AbstractA theorem on the Nörlund summability of double Fourier series has been established; it gener...
The aim of this study is to give some invariant summability definitions for double real number seque...
Bu çalışma üç bölümden oluşmaktadır. Birinci bölümde, kısaca toplanabilme metotları ve Tauber teoris...
Abstract. A general theorem concerning some absolute summability factors of infinite series is prove...
In a recent paper [Savas ̧ and Rhoades in Appl. Math. Lett. 22:1462-1466, 2009], the authors extende...
In this paper, we have proved a known theorem dealing with ϕ — |C, α|k summability factors of i...
In this paper we have extended the corresponding results on the Riesz summable single series to Ries...
As we know the theory of double series has been widely used in mathematics and entered in many appli...
By (U, V), we denote the set of all sequences 𝜖∈ = ∈(𝜖n) such that Σϵnan is summab...
AbstractIn this work it is shown that if C(α,β) and C(γ,δ) are double Cesàro matrices with α≥γ>−1,β≥...
In this paper, we generalize a new result on absolute index double matrix summability. Dealing with ...
We have generalized Littlewood Tauberian theorems for (C,k,r) summability of double sequences by usi...
ABSTRACT. A theorem concerning some new absolute summability method is proved. Many other results, s...
Abstract Denote by the sequence space defined by for . In a recent paper by E. Savaş and H...
Two new general results concerning absolute summability of an infinite series which extended and gen...
AbstractA theorem on the Nörlund summability of double Fourier series has been established; it gener...
The aim of this study is to give some invariant summability definitions for double real number seque...
Bu çalışma üç bölümden oluşmaktadır. Birinci bölümde, kısaca toplanabilme metotları ve Tauber teoris...
Abstract. A general theorem concerning some absolute summability factors of infinite series is prove...