A fractional mixing propagation model of computer viruses and countermeasures involving mittag-leffler type kernel

Abstract

Countermeasures are recognized as a remarkable effort to comprehend the computer virus problem and estimate its forthcoming actions. Countermeasure-Competing (CMC) strategy is a conception comprising viruses and countermeasures. The main point of this paper is to probe a mixing propagation model of computer viruses and countermeasures in the light of the newly fractional derivative introduced by Atangana and Baleanu. The existence and uniqueness of solutions for this fractionalized model is discussed by taking the fixed point theory into consideration.. The efficacious belongings of this fractional model are exhibited theoretically, confirmed by numerical graphics.