Algebraic Stability Criteria of Reaction Diffusion Genetic Regulatory Networks With Discrete and Distributed Delays

This paper addresses the stability problem of genetic regulatory networks by involving spatial diffusion concentration, discrete and infinite distributed delays. By using theories partial differential equation Lyapunov stability, global exponential criteria in algebraic form are derived for reaction (RDGRNs) with The conditions simple can be directly calculated parameters networks. Moreover, theoretical results universal applied to deal RDGRNs or without Eventually, validity feasibility illustrated numerical simulations.