Maslina Darus

Infective disease processes based on fractional differential equation

In this paper we shall establish sufficient conditions for the existence for a infective disease processes based on fractional differential equation and its solvability in a subset of the Banach space. The main tool used in our study is the non-expansive operator technique. The non integer case is taken in sense of Riemann-Liouville fractional operators. Applications are illustrated.

Generalized the Pommerenke integral operators

The object of this paper is to study topological properties such as boundedness, compactness and geometric properties such as starlikeness and convexity for two fractional integral operators of Volterra-Type in the open unit disk. These operators are generalization of the Pommerenke integral operators. The boundedness and compactness are discussed in the space Blog.