International Conference on Differential Equations
and Dynamical Systems DEDS'2021
HOME | COMMITTEE | REGISTRATION | LIST OF REGISTRANTS | PROGRAM | ACCEPTED COMMUNICATIONS



Research Communication | Open Access
Volume 2021 | Communication ID 111


A New Non-Homogenous Stochastic Gompertz Diffusion Process
Nadia Makhlouki
Academic Editors: Youssef EL FOUTAYENI - Chaouki AOUITI
Received
Accepted
Published
May 15, 2021
May 31, 2021
July 15, 2021

Abstract: The Stochastic Gompertz diffusion process (SGDP) is used to model stochastic phenomena in various fields of science. The homogenous case of this process was applied, for example, in the growth of cancer cells (cf. [1]) and stock of motor vehicles in Spain (cf. [2]). However, the non-homogeneous case in which only the intrinsic growth rate in the drift is affected by exogenous factors(functions of time and some parameters) and with a constant deceleration coefficient, was applied, for example, in the price of new housing in Spain (cf. [3])and to the emission of CO2 (cf. [4]). In the present ...



International Conference on Differential Equations and Dynamic Systems DEDS @ 2021