On (1, bp)-replicative functions with isolated discontinuities.
On a Class of Functional Equations with Several Unknown Functions. (Short Communication).
On a Class of Functional Equations with Several Unknown Functions.
On a Conjecture of A. Ivić and W. Schwarz
On a functional equation arising from hyperbolic geometry.
On a Functional Equation Arising in Information Theory.
On a functional equation connected to sum form nonadditive information measures on an open domain (III).
This is a part of a recent program by a number of authors to study information measures on open domain. In this series, this paper is devoted to the study of the functional equation (2) on an open domain. This functional equation is connected to the weighted entropy and weighted entropy of degree a.
On a functional equation connected to sum form nonadditive information measures on an open domain. I.
On a functional equation connected to the distributivity of fuzzy implications over triangular norms and conorms
Distributivity of fuzzy implications over different fuzzy logic connectives have a very important role to play in efficient inferencing in approximate reasoning, especially in fuzzy control systems (see [9, 15] and [4]). Recently in some considerations connected with these distributivity laws, the following functional equation appeared (see [5]) where and is an unknown function. In this paper we consider in detail a generalized version of this equation, namely the equation where are functions...
On a Functional Equation Connected with Generalized Directed-Divergence. (Short Communication).
On a Functional Equation Connected with Generalized Directed-Divergence.
On a functional equation for Jacobi's elliptic function cn(z; k).
On a Functional Equation in Connection with Derivations.
On a functional equation in connection with information theory.
On a Functional Equation of the Theory of Curves in Two Dimensional Conformal Geometry
On a functional equation related to income inequality measures.
On a Functional Equation Related to Iteration.
On a functional equation related to the Ptolemaic inequality.
On a functional inequality arising in the construction of the product of several metric spaces.
On a generalization of Hille's functional equation