AbstractIn this study, we extend the properties of Mittag-Leffler function that occurs as solution a fractional differential equation. Also, use to solve order mathematical model epidemiology and offer novel technique for obtaining an approximate logistic

Abstract In this article, we study the sharp profiles of positive solutions to diffusive logistic equation. By employing parameters and analyzing corresponding perturbation equations, find effects boundary spatial heterogeneity on solutions. The main results exhibit between conditions linear/nonlinear heterogeneities