A HYBRID ANALYTICAL TECHNIQUE FOR TIME-FRACTIONAL MODELING OF COMPUTER VIRUS PROPAGATION
Issued Date
2026-04-01
Resource Type
ISSN
1881803X
Scopus ID
2-s2.0-105032790146
Journal Title
Icic Express Letters
Volume
20
Issue
4
Start Page
411
End Page
419
Rights Holder(s)
SCOPUS
Bibliographic Citation
Icic Express Letters Vol.20 No.4 (2026) , 411-419
Suggested Citation
Dunnimit P., Sawangtong W., Sawangtong P. A HYBRID ANALYTICAL TECHNIQUE FOR TIME-FRACTIONAL MODELING OF COMPUTER VIRUS PROPAGATION. Icic Express Letters Vol.20 No.4 (2026) , 411-419. 419. doi:10.24507/icicel.20.04.411 Retrieved from: https://repository.li.mahidol.ac.th/handle/123456789/115807
Title
A HYBRID ANALYTICAL TECHNIQUE FOR TIME-FRACTIONAL MODELING OF COMPUTER VIRUS PROPAGATION
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Corresponding Author(s)
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Abstract
The study of epidemic dynamics of computer viruses is an evolving discipline focused on studying the propagation of computer viruses across networks. This work aims to develop a series of epidemic models for computer viruses utilizing the Katugampola fractional derivative. This study aims to resolve the time-fractional computer virus propagation model using a hybrid approach that integrates the residual power series method with the generalized Laplace transform. In addition, an example demonstrates the fractional order α and the parameter ρ influence the dynamic behavior of the computer virus propagation model.