In this paper, we introduce the paranormed sequence space M-u (t) corresponding to the normed space M u of all bounded double sequences. We examine general topological properties of this space and determine its alpha-, betaand gamma-duals. Furthermore, we characterize some classes of four-dimensional matrix transformations concerning this space and its dual spaces
The spaces ?co(p), ?c(p) and ? linfin(p) were defined by Ahmad and Mursaleen [1]. In [2], Altay and ...
Maddox defined the space ? (p) of the sequences x = (x k) such that k = 0 ? | x k | p k < in Maddox,...
Kara, Emrah Evren/0000-0002-6398-4065WOS: 000371145000023In this study, we define new paranormed seq...
In this paper, we introduce the paranormed sequence space $\mathcal{M}_{u}(t)$ corresponding to the ...
In this paper, we introduce the paranormed sequence space L(t) which is the generalization of the sp...
AbstractIn this study, we define the double sequence spaces BS, BS(t), CSp, CSbp, CSr and BV, and al...
In this study, as the domain of four-dimensional backward difference matrix in the space Lu(t) , we ...
In Hardy (Proc Camb Philos 19:86-95, 1916), Hardy defined the normed spaces C-r and C-ro of all regu...
Let P = (pk) be a bounded positive sequence and let A = (ank) be an infinite ma-trix with all ank ≥ ...
In this work, we introduce some new generalized sequence spaces related to the spaces ??(p),c(p) and...
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 l(infinity)(p)...
In this work, we introduce some new generalized sequence spaces related to the spaces l(infinity)(p)...
The sequence space $ BV_{\sigma } $, the space of all sequence of $ \sigma $-bounded variation, was ...
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 ...
Maddox defined the space ? (p) of the sequences x = (x k) such that k = 0 ? | x k | p k < in Maddox,...
Kara, Emrah Evren/0000-0002-6398-4065WOS: 000371145000023In this study, we define new paranormed seq...
In this paper, we introduce the paranormed sequence space $\mathcal{M}_{u}(t)$ corresponding to the ...
In this paper, we introduce the paranormed sequence space L(t) which is the generalization of the sp...
AbstractIn this study, we define the double sequence spaces BS, BS(t), CSp, CSbp, CSr and BV, and al...
In this study, as the domain of four-dimensional backward difference matrix in the space Lu(t) , we ...
In Hardy (Proc Camb Philos 19:86-95, 1916), Hardy defined the normed spaces C-r and C-ro of all regu...
Let P = (pk) be a bounded positive sequence and let A = (ank) be an infinite ma-trix with all ank ≥ ...
In this work, we introduce some new generalized sequence spaces related to the spaces ??(p),c(p) and...
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 l(infinity)(p)...
In this work, we introduce some new generalized sequence spaces related to the spaces l(infinity)(p)...
The sequence space $ BV_{\sigma } $, the space of all sequence of $ \sigma $-bounded variation, was ...
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 ...
Maddox defined the space ? (p) of the sequences x = (x k) such that k = 0 ? | x k | p k < in Maddox,...
Kara, Emrah Evren/0000-0002-6398-4065WOS: 000371145000023In this study, we define new paranormed seq...
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