Synchronization of Computer Virus System Using Fractional Calculus

This paper presents a comprehensive study on the synchronization of fractional-order computer virus systems. By utilizing the concept of generalized synchronization, we explore the dynamic behavior of these systems and propose effective control strategies to achieve synchronized states. The proposed approach leverages the advantages of fractional calculus to model the memory effects and non-local properties of computer virus propagation. Numerical simulations are conducted to validate the theoretical findings and demonstrate the effectiveness of the proposed synchronization scheme. The results of this research contribute to a deeper understanding of computer virus dynamics and provide insights into potential security measures.