Add to ORKGThe purpose of the present study is to generalize the multiplier space for introducing the concepts of (alphaB-), (betaB-), (gamaB-duals) and NB-duals, where (B = (b_{n,k})) is an infinite matrix with real entries. Moreover, these duals are computed for the sequence spaces X and (X(delta)), where (Xin{l_p; c; c_0}) and (1< p<infty )
In the present paper, which is a natural continuation of the work done in [13],we determine the $alp...
AbstractThe set of multipliers from one vector space to another vector space may be seen as a genera...
In the present paper, which is a natural continuation of the work done in [13],we determine the $alp...
The purpose of the present study is to generalize the multiplier space for introducing the concepts ...
In this study, it is specified \emph{the sequence space} $l\left( F\left( r,s\right),p\right) $, (wh...
T. Balasubramaniam and A. Pandiarani [1] have defined the sequence spaces G(x). l (x), G(x) and have...
The main purpose of this paper is to construct some difference sequencespaces over the geometric com...
AbstractLetl∞,candc0be the Banach spaces of bounded convergent and null sequencesx=(xk)∞1, respectiv...
This paper submits the sequence space $l\left( \widehat{F}\left( r,s\right),\mathcal{F},p,u\right) $...
In this paper, we give the notion of λm-boundedness and p-absolute convergenceof type λm and using t...
AbstractThe definition of the pα-, pβ- and pγ-duals of a sequence space was defined by Et [Internat....
In this article, the sequence spaces f0(Nt) and f (Nt) are introduced as the domain of Nörlund mean ...
AbstractLet B0(D,ℓ2) denote the space of all upper triangular matrices A such that limr→1−(1−r2)‖(A∗...
In this study, I introduce some new double sequence spaces B(Mu), B(Cp), B(Cbp), B(Cr) and B(Lq) as ...
In the present paper, which is a natural continuation of the work done in [13],we determine the $alp...
In the present paper, which is a natural continuation of the work done in [13],we determine the $alp...
AbstractThe set of multipliers from one vector space to another vector space may be seen as a genera...
In the present paper, which is a natural continuation of the work done in [13],we determine the $alp...
The purpose of the present study is to generalize the multiplier space for introducing the concepts ...
In this study, it is specified \emph{the sequence space} $l\left( F\left( r,s\right),p\right) $, (wh...
T. Balasubramaniam and A. Pandiarani [1] have defined the sequence spaces G(x). l (x), G(x) and have...
The main purpose of this paper is to construct some difference sequencespaces over the geometric com...
AbstractLetl∞,candc0be the Banach spaces of bounded convergent and null sequencesx=(xk)∞1, respectiv...
This paper submits the sequence space $l\left( \widehat{F}\left( r,s\right),\mathcal{F},p,u\right) $...
In this paper, we give the notion of λm-boundedness and p-absolute convergenceof type λm and using t...
AbstractThe definition of the pα-, pβ- and pγ-duals of a sequence space was defined by Et [Internat....
In this article, the sequence spaces f0(Nt) and f (Nt) are introduced as the domain of Nörlund mean ...
AbstractLet B0(D,ℓ2) denote the space of all upper triangular matrices A such that limr→1−(1−r2)‖(A∗...
In this study, I introduce some new double sequence spaces B(Mu), B(Cp), B(Cbp), B(Cr) and B(Lq) as ...
In the present paper, which is a natural continuation of the work done in [13],we determine the $alp...
In the present paper, which is a natural continuation of the work done in [13],we determine the $alp...
AbstractThe set of multipliers from one vector space to another vector space may be seen as a genera...
In the present paper, which is a natural continuation of the work done in [13],we determine the $alp...