The aim of this article is to prove a fixed point theorem in 2-Banach spaces and show its
applications to the Ulam stability of functional equations. The obtained stability results …

Ulam stability is motivated by the following issue: how much an approximate solution of an
equation differs from the exact solutions to the equation. It is connected to some other areas …

The Ulam stability of various equations (eg, differential, difference, integral, and functional)
concerns the following issue: how much does an approximate solution of an equation differ …

In this paper, we introduce and solve of the radical quadratic and radical quartic functional
equations: We also establish some stability results in 2-normed spaces and then the stability …

Research Article On Some New Sequence Spaces in 2-Normed Spaces Using Ideal Convergence
and an Orlicz Function Page 1 Hindawi Publishing Corporation Journal of Inequalities and …

arXiv:1003.5744v3 [math.MG] 6 Apr 2011 Page 1 arXiv:1003.5744v3 [math.MG] 6 Apr 2011
FIXED POINTS AND LINES IN 2-METRIC SPACES ABDELKRIM ALIOUCHE AND CARLOS …

bold0mu mumu AAAAAA-Sequence Spaces in 2-Normed Space Defined by Ideal Convergence
and an Orlicz Function Page 1 Hindawi Publishing Corporation Abstract and Applied Analysis …

The aim of this paper is first to reformulate the fixed point theorem [4, Theorem 1] in 2-
Banach spaces, after it, we introduce and solve the radical quartic functional equation f (x 4+ …

In this paper, we introduce a new concept of probabilistic metric space, which is a
generalization of the Menger probabilistic metric space, and we investigate some …

Ideal convergence characterization of the completion of linear n-normed spaces -
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