Add to ORKGAbstract. Let A = (ank) be an infinite matrix with all ank ≥ 0 and P a bounded, positive real sequence. For normed spaces E and Ek the matrix A generates paranormed sequence spaces such as [A,P]∞((Ek)), [A,P]0((Ek)), and [A,P](E) which generalize almost all the existing sequence spaces, such as l∞, c0, c, lp, wp, and several others. In this paper, conditions under which these three paranormed spaces are separable, complete, and r-convex, are established. 2000 Mathematics Subject Classification. 40A05, 40C05, 40H05, 46A35, 46A45. 1. Introduction. Th
The spaces ?co(p), ?c(p) and ? linfin(p) were defined by Ahmad and Mursaleen [1]. In [2], Altay and ...
The spaces ?co(p), ?c(p) and ? linfin(p) were defined by Ahmad and Mursaleen [1]. In [2], Altay and ...
Given an infinite matrix $M=(m_{nk})$ we study a family of sequence spaces $\ell_M^p$ associated wit...
Abstract. Let A = (ank) be an infinite matrix with all ank ≥ 0 and P a bounded, positive real sequen...
Let A=(ank) be an infinite matrix with all ank≥0 and P a bounded, positive real sequence. For normed...
Let P = (pk) be a bounded positive sequence and let A = (ank) be an infinite ma-trix with all ank ≥ ...
Abstract. We give the matrix characterizations from Nakano vector-valued sequence space (X,p) and Fr...
Abstract. We give the matrix characterizations from Nakano vector-valued sequence space (X,p) and Fr...
Maddox defined the space ? (p) of the sequences x = (x k) such that k = 0 ? | x k | p k < in Maddox,...
WOS: 000467698500001In the present paper, we summarize the recent literature concerning the domains ...
AbstractThe sequence spaces ℓ∞(p), c(p) and c0(p) were introduced and studied by Maddox [I.J. Maddox...
1. In recent notes [1, 2, 3, 4] several aspects of the theory of strongly summable sequences have be...
In this work, our goal is to introduce paranormed new sequence spaces defined by using Er − and ∆m −...
Paranormed spaces are important as a generalization of the normed spaces in terms of having more gen...
In this work, we introduce some new generalized sequence spaces related to the spaces ??(p),c(p) and...
The spaces ?co(p), ?c(p) and ? linfin(p) were defined by Ahmad and Mursaleen [1]. In [2], Altay and ...
The spaces ?co(p), ?c(p) and ? linfin(p) were defined by Ahmad and Mursaleen [1]. In [2], Altay and ...
Given an infinite matrix $M=(m_{nk})$ we study a family of sequence spaces $\ell_M^p$ associated wit...
Abstract. Let A = (ank) be an infinite matrix with all ank ≥ 0 and P a bounded, positive real sequen...
Let A=(ank) be an infinite matrix with all ank≥0 and P a bounded, positive real sequence. For normed...
Let P = (pk) be a bounded positive sequence and let A = (ank) be an infinite ma-trix with all ank ≥ ...
Abstract. We give the matrix characterizations from Nakano vector-valued sequence space (X,p) and Fr...
Abstract. We give the matrix characterizations from Nakano vector-valued sequence space (X,p) and Fr...
Maddox defined the space ? (p) of the sequences x = (x k) such that k = 0 ? | x k | p k < in Maddox,...
WOS: 000467698500001In the present paper, we summarize the recent literature concerning the domains ...
AbstractThe sequence spaces ℓ∞(p), c(p) and c0(p) were introduced and studied by Maddox [I.J. Maddox...
1. In recent notes [1, 2, 3, 4] several aspects of the theory of strongly summable sequences have be...
In this work, our goal is to introduce paranormed new sequence spaces defined by using Er − and ∆m −...
Paranormed spaces are important as a generalization of the normed spaces in terms of having more gen...
In this work, we introduce some new generalized sequence spaces related to the spaces ??(p),c(p) and...
The spaces ?co(p), ?c(p) and ? linfin(p) were defined by Ahmad and Mursaleen [1]. In [2], Altay and ...
The spaces ?co(p), ?c(p) and ? linfin(p) were defined by Ahmad and Mursaleen [1]. In [2], Altay and ...
Given an infinite matrix $M=(m_{nk})$ we study a family of sequence spaces $\ell_M^p$ associated wit...