Title of article :
Superstability of the p-radical sine functional equation
Author/Authors :
Kim ، Gwang Hui Department of Mathematics - Kangnam University , Eshaghi Gordji ، M. Department of Mathematics - Semnan University
Abstract :
In this paper, we investigate the transferred superstability of the p-radical functional equation [math formula] with respect to the sine functional quation from the Pexider type p-radical functional equation [math formula], where p is an odd positive integer and f is a complex valued function. Furthermore, the results are applied to the stability of the cosine type p-radical functional equations.
Keywords :
superstability , p , radical equation , cosine functional equation , sine functional equation , Wilson equation , Kim equation
Journal title :
International Journal of Nonlinear Analysis and Applications
Journal title :
International Journal of Nonlinear Analysis and Applications