On a Problem of G. Isac and Th. M. Rassias Concerning the Stability of Mappings Page 1 Ž .
Journal of Mathematical Analysis and Applications 261, 543553 2001 doi:10.1006rjmaa.2001.7539 …

Using the fixed point method, we establish a generalized Ulam-Hyers stability result for the
monomial functional equation in the setting of complete random p-normed spaces. As a …

Mathematics | Free Full-Text | Representation and Stability of General Nonic Functional
Equation Next Article in Journal Mathematical Modeling and Analysis Using …

Hyperstability of a Monomial Functional Equation Abstract 1 Introduction Page 1 Journal of
Scientific Research Reports 3(20): 2685-2693, 2014, Article no. JSRR.2014.20.006 …

Mathematics | Free Full-Text | Stability of a Monomial Functional Equation on a Restricted
Domain Next Article in Journal / Special Issue An Investigation of Radial Basis Function-Finite …

ON THE HYERS-ULAM-RASSIAS STABILITY OF THE QUADRATIC MAPPINGS P. Gavruta 1.
Introduction The stability problem of functional e Page 1 Nonlinear Funct. Anal. & Appl., Vol. 9 …

A stability theorem is proved for the monomial functional equation where the functions map a
normed space over a field of characteristic zero with an arbitrary valuation into a Banach …

A FIXED POINT THEOREM IN ULTRAMETRIC n-BANACH SPACES AND HYPERSTABILITY
RESULTS Page 1 Fixed Point Theory, 24(2023), No. 2, 433-458 DOI: 10.24193/fpt-ro.2023.2.01 …

In this article, we study the stability of various forms for the general octic functional
equation∑ i= 09 9 C i− 1 9− ifx+ iy= 0. We first find a special way of representing a given …

By means of a new stability result, established for symmetric and multi-additive mappings,
and using the concepts of stability couple and of stability chain, we prove, by a recursive …