In this paper, the various concepts of bounded and continuous n-linear operators in normed
spaces as well as in n-normed spaces are discussed. A sufficient condition for the space of n …

Using concepts of n-normed spaces and n-inner product spaces, we will discuss about
bounded 2-linear functionals or bounded bilinear functionals on the n-normed spaces which …

Zabreiko’s lemma in 2-normed space and its applications | The Journal of Analysis Skip to
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The concept of n-bounded and n-continuous operators is discussed as an extension of the
concept introduced in [12]. The equivalence of three statements on n-continuity and n …

In the present note, we are interested in bounded 2-functionals and 2-dual spaces of $ L^ p
[0, 1] $. The 2-dual spaces of the sequence space $ l^ p $ is considered in the literature. But …

Gähler presented the first developing for the theory of 2-normed spaces while that of 𝑛-
normed spaces can be found in [1]. For every real normed space X of dimension d≥ n …

THE n-DUAL STRUCTURE OF THE SPACE OF p-SUMMABLE SEQUENCE SPACES
Pradeep Kumar Singh and JK Srivastava 1. Introduction Similar t Page 1 FACTA …

For a real normed space $ X $, we study the $ n $-dual space of $\left (X,\left\Vert\cdot\right\
Vert\right) $ and show that the space is a Banach space. Meanwhile, for a real normed …

Let \left(X,\left‖.,...,.\right‖\right) be a real n-normed space, as introduced by S. Gahler 1 in
1969. The setof all bounded multilinear n-functionals on \left(X,\left‖.,...,.\right‖\right) forms …

∑ ∑ ∑ ∑ ∑ ∑ ∑ Page 1 Bitlis Eren Univ J Sci & Technol 5 (2), 52-56, 2015 E - ISSN 2146-7706
Research Article Received 25 October 2015 Available online December 2015 A Partial …