Stability of Cubic Functional Equation in Random Normed Space
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2018, Vol 14, Issue 2
Abstract
In this paper, we present the Hyers-Ulam stability of Cubic functional equation. where n is greater than or equal to 4, in Random Normed Space.
Authors and Affiliations
Sandra Pinelas, V. Govindan, K. Tamilvanan
POISSON TRANSMUTED LINDLEY DISTRIBUTION
The main purpose of this paper is to introduce a new discrete compound distribution, namely Poisson Transmuted Lindley distribution (PTL) which offers a more flexible model for analyzing some types of countable data. The...
Third Order Hamiltonian for a Binary System with Varying Masses Including Preastron Effect
This work concerns of the effects of the variation in the masses for two attracting bodies on the orbiter orbital elements. The formulation of the problem was done in different kind of mechanics, Newtonian, Lagrangian, a...
Design of adaptive sliding mode controller for synchronization of chaos in system of Rossler in presence of uncertainty parameters
Many of the proposed approaches for nonlinear systems control are developed under the assumption that all involved parameters are known. However, the system uncertainties are always unavoidable and some system parameters...
A Symmetry Hidden at The Center of Quantum Mathematics Causes a Disconnect Between Quantum Math and Quantum Mechanics
Although quantum mathematics is the most successful science ever, that does not mean we live in the universe described by quantum mechanics. This article is entirely based on symmetry. Two symmetrical universes could hav...
Average number of Real Roots of Random Trigonometric Polynomial follows non-symmetric Semi-Cauchy Distribution
Let a1 (w), a2 (w), a3 (w).. .. ...an (w) be a sequence of mutually independent, identically distributed random variables following semi-cauchy distribution with characteristic function exp (-(C + cosloglt...