Please use this identifier to cite or link to this item: http://ir.futminna.edu.ng:8080/jspui/handle/123456789/6875
Title: Parametric Equation for Capturing Dynamics of Cyber Attack Malware Transmission with Mitigation on Computer Network
Authors: Falaye, Adeyinka A
Etuk, Stella Oluyemi
Adama, Ndako Victor
Ugwuoke, Cosmas Uchenna
Olujimi, Ogedengbe
Seun, Ale
Keywords: Homotopy Pertubation Method, SIR model, Malicious ware, Stability, Equillibrium.
Issue Date: Nov-2017
Publisher: Modern Education and Computer Science Press
Citation: Falaye, A. A., Etuk, S.O., Adama, N. V., Ugwuoke, C.U., Olujimi, O. and Seun, A. (2017). Parametric Equation for Capturing Dynamics of Cyber Attack Malware Transmission with Mitigation on Computer Network. International Journal of Mathematical Sciences and Computing, Vol.3, No. 4. pg 37-51. Published by Modern Education and Computer Science Press. Available online at http://www.mecs-press.net/ijmsc.
Abstract: One distress of network and data security professionals and advisers globally is about the abilities of infectious malicious agents (Malware) to invade the entire network terminals to wreak havoc extending from identity theft, financial fraud to systemic digital assault on critical national resources. This work studies the behavioural dynamics of the susceptible, infected, the recovered terminals on the mobile wireless network and the effective use of antivirus security signature as countermeasure. Solving for stability state, we found out that its Eigen value gives a positive value which means that the stability is at an unstable state. Using Homotopy perturbation to calculate the approximate solution of the system. The expression derived was simulated using a mathematical tool (mat lab).
URI: http://repository.futminna.edu.ng:8080/jspui/handle/123456789/6875
ISSN: ISSN: 2310-9025 (Print), ISSN: 2310-9033 (Online)
Appears in Collections:Information and Media Technology



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