Add to ORKGIn this paper, we shall investigate the n-dual structure of the sequence space l^p regarded as normed space and n-normed space, where the given norm is derived byn-norm and they have been studied in [5, 6, 7]
AbstractWe prove an infinite-dimensional generalization of Zengerʼs lemma that was used in the proof...
AbstractIn this study, we define the double sequence spaces BS, BS(t), CSp, CSbp, CSr and BV, and al...
We would like to express our gratitude to Prof. Yatsuka Nakamura.In this article, we described the c...
AbstractIn this work, for an arbitrary sequence space we construct a sequence space with elements in...
AbstractWe characterize the Euclidean space ℓn2 among n-dimensional normed spaces by means of the be...
AbstractIn this paper, we investigate approximate additive mappings, approximate Jensen mappings and...
In this paper we introduce the hypo-q-norms on a Cartesian product of algebras of bounded linear ope...
AbstractIn this paper, we compute the pα-, pβ- and pγ-duals of the sequence spaces ℓ∞(km),c(km),c0(k...
In this paper we will prove Banach-Steinhaus theorems for some families of bounded linear operators ...
AbstractIn this paper, we prove that the moduli of W∗-convexity, introduced by Ji Gao [J. Gao, The W...
In this article, the separability of real normed spaces and its properties are mainly formalized. In...
AbstractWe establish decompositions of a uniformly convex and uniformly smooth Banach space B and du...
In this paper, the space of virtually (r; r₁,…, rₙ; s)-nuclear multilinear operators between Banach...
In this paper we consider properties of the 2-normed sets and we construct two 2-normed sets of line...
AbstractSuppose that K is a nonempty closed convex subset of a real uniformly convex Banach space E ...
AbstractWe prove an infinite-dimensional generalization of Zengerʼs lemma that was used in the proof...
AbstractIn this study, we define the double sequence spaces BS, BS(t), CSp, CSbp, CSr and BV, and al...
We would like to express our gratitude to Prof. Yatsuka Nakamura.In this article, we described the c...
AbstractIn this work, for an arbitrary sequence space we construct a sequence space with elements in...
AbstractWe characterize the Euclidean space ℓn2 among n-dimensional normed spaces by means of the be...
AbstractIn this paper, we investigate approximate additive mappings, approximate Jensen mappings and...
In this paper we introduce the hypo-q-norms on a Cartesian product of algebras of bounded linear ope...
AbstractIn this paper, we compute the pα-, pβ- and pγ-duals of the sequence spaces ℓ∞(km),c(km),c0(k...
In this paper we will prove Banach-Steinhaus theorems for some families of bounded linear operators ...
AbstractIn this paper, we prove that the moduli of W∗-convexity, introduced by Ji Gao [J. Gao, The W...
In this article, the separability of real normed spaces and its properties are mainly formalized. In...
AbstractWe establish decompositions of a uniformly convex and uniformly smooth Banach space B and du...
In this paper, the space of virtually (r; r₁,…, rₙ; s)-nuclear multilinear operators between Banach...
In this paper we consider properties of the 2-normed sets and we construct two 2-normed sets of line...
AbstractSuppose that K is a nonempty closed convex subset of a real uniformly convex Banach space E ...
AbstractWe prove an infinite-dimensional generalization of Zengerʼs lemma that was used in the proof...
AbstractIn this study, we define the double sequence spaces BS, BS(t), CSp, CSbp, CSr and BV, and al...
We would like to express our gratitude to Prof. Yatsuka Nakamura.In this article, we described the c...