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Topological protection from the next generation malware: A survey

TitleTopological protection from the next generation malware: A survey
Publication TypeArticolo su Rivista peer-reviewed
Year of Publication2013
AuthorsArbore, A., and Fioriti V.A.
JournalInternational Journal of Critical Infrastructures
Volume9
Pagination52-73
ISSN14753219
KeywordsAlgorithms, Computational complexity, Computer worms, Critical infrastructures, Eigen-value, Eigenvalues and eigenfunctions, Embedded systems, Epidemic spreading, Fixed point theorems, Hereditary graph properties, Malwares, Public works, SCADA defence, Stuxnet, Threshold, Topological protection, Topology, Viruses, Worm
Abstract

The spreading of dangerous malware in inter-dependent networks of electronics devices has raised deep concern, because from the ICT networks infections may propagate to other critical infrastructures producing the well-known domino effect. Researchers are attempting to develop a high level analysis of malware propagation, discarding software details, in order to generalise to the maximum extent the defensive strategies. It has been suggested that the maximum eigenvalue could act as a threshold for the malware spreading. This paper presents a new proof of this statement and an original way to classify the max eigenvalue minimisation problem (NP-hard). A study of the Italian internet autonomous system verifying the theoretical threshold is shown. Finally, it shows how to stop a worm in a real LAN using a new sub-optimal algorithm. Such algorithm suggests which nodes to protect for limiting the worm diffusion according to the spectral paradigm. Copyright © 2013 Inderscience Enterprises Ltd.

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cited By 1

URLhttps://www.scopus.com/inward/record.uri?eid=2-s2.0-84873203086&doi=10.1504%2fIJCIS.2013.051603&partnerID=40&md5=9e0018138310e99ed1a68c9ae71dd340
DOI10.1504/IJCIS.2013.051603
Citation KeyArbore201352