Matches in SemOpenAlex for { <https://semopenalex.org/work/W3198181851> ?p ?o ?g. }
- W3198181851 endingPage "2160" @default.
- W3198181851 startingPage "2160" @default.
- W3198181851 abstract "The designed fractional order Stuxnet, the virus model, is analyzed to investigate the spread of the virus in the regime of isolated industrial networks environment by bridging the air-gap between the traditional and the critical control network infrastructures. Removable storage devices are commonly used to exploit the vulnerability of individual nodes, as well as the associated networks, by transferring data and viruses in the isolated industrial control system. A mathematical model of an arbitrary order system is constructed and analyzed numerically to depict the control mechanism. A local and global stability analysis of the system is performed on the equilibrium points derived for the value of α = 1. To understand the depth of fractional model behavior, numerical simulations are carried out for the distinct order of the fractional derivative system, and the results show that fractional order models provide rich dynamics by means of fast transient and super-slow evolution of the model’s steady-state behavior, which are seldom perceived in integer-order counterparts." @default.
- W3198181851 created "2021-09-13" @default.
- W3198181851 creator A5046079618 @default.
- W3198181851 creator A5068271788 @default.
- W3198181851 creator A5069175841 @default.
- W3198181851 creator A5078449856 @default.
- W3198181851 creator A5090603159 @default.
- W3198181851 date "2021-09-04" @default.
- W3198181851 modified "2023-10-15" @default.
- W3198181851 title "Fractional Dynamics of Stuxnet Virus Propagation in Industrial Control Systems" @default.
- W3198181851 cites W1865153524 @default.
- W3198181851 cites W1965901681 @default.
- W3198181851 cites W1972757409 @default.
- W3198181851 cites W1977397014 @default.
- W3198181851 cites W1980421658 @default.
- W3198181851 cites W1991038590 @default.
- W3198181851 cites W2011797178 @default.
- W3198181851 cites W2023767060 @default.
- W3198181851 cites W2029057284 @default.
- W3198181851 cites W2034413844 @default.
- W3198181851 cites W2036258737 @default.
- W3198181851 cites W2036266090 @default.
- W3198181851 cites W2038254351 @default.
- W3198181851 cites W2045350842 @default.
- W3198181851 cites W2057460393 @default.
- W3198181851 cites W2062939617 @default.
- W3198181851 cites W2074548145 @default.
- W3198181851 cites W2093056734 @default.
- W3198181851 cites W2112680994 @default.
- W3198181851 cites W2133242986 @default.
- W3198181851 cites W2138890315 @default.
- W3198181851 cites W2143224214 @default.
- W3198181851 cites W2148962693 @default.
- W3198181851 cites W2171469562 @default.
- W3198181851 cites W2338427565 @default.
- W3198181851 cites W2410602295 @default.
- W3198181851 cites W2469222837 @default.
- W3198181851 cites W2559572476 @default.
- W3198181851 cites W2595025956 @default.
- W3198181851 cites W2696152332 @default.
- W3198181851 cites W2750673235 @default.
- W3198181851 cites W2771463405 @default.
- W3198181851 cites W2781698640 @default.
- W3198181851 cites W2789345396 @default.
- W3198181851 cites W2804834318 @default.
- W3198181851 cites W2817057933 @default.
- W3198181851 cites W2856474757 @default.
- W3198181851 cites W2883660011 @default.
- W3198181851 cites W2912848012 @default.
- W3198181851 cites W2913674227 @default.
- W3198181851 cites W2938263754 @default.
- W3198181851 cites W2944829413 @default.
- W3198181851 cites W2954537660 @default.
- W3198181851 cites W2997121834 @default.
- W3198181851 cites W2997958383 @default.
- W3198181851 cites W3015192910 @default.
- W3198181851 cites W3035232728 @default.
- W3198181851 cites W3090434896 @default.
- W3198181851 cites W3103143917 @default.
- W3198181851 cites W3119997702 @default.
- W3198181851 doi "https://doi.org/10.3390/math9172160" @default.
- W3198181851 hasPublicationYear "2021" @default.
- W3198181851 type Work @default.
- W3198181851 sameAs 3198181851 @default.
- W3198181851 citedByCount "22" @default.
- W3198181851 countsByYear W31981818512021 @default.
- W3198181851 countsByYear W31981818512022 @default.
- W3198181851 countsByYear W31981818512023 @default.
- W3198181851 crossrefType "journal-article" @default.
- W3198181851 hasAuthorship W3198181851A5046079618 @default.
- W3198181851 hasAuthorship W3198181851A5068271788 @default.
- W3198181851 hasAuthorship W3198181851A5069175841 @default.
- W3198181851 hasAuthorship W3198181851A5078449856 @default.
- W3198181851 hasAuthorship W3198181851A5090603159 @default.
- W3198181851 hasBestOaLocation W31981818511 @default.
- W3198181851 hasConcept C10138342 @default.
- W3198181851 hasConcept C112972136 @default.
- W3198181851 hasConcept C119857082 @default.
- W3198181851 hasConcept C120314980 @default.
- W3198181851 hasConcept C154945302 @default.
- W3198181851 hasConcept C162324750 @default.
- W3198181851 hasConcept C165696696 @default.
- W3198181851 hasConcept C182306322 @default.
- W3198181851 hasConcept C2775924081 @default.
- W3198181851 hasConcept C38652104 @default.
- W3198181851 hasConcept C41008148 @default.
- W3198181851 hasConcept C47446073 @default.
- W3198181851 hasConcept C95713431 @default.
- W3198181851 hasConceptScore W3198181851C10138342 @default.
- W3198181851 hasConceptScore W3198181851C112972136 @default.
- W3198181851 hasConceptScore W3198181851C119857082 @default.
- W3198181851 hasConceptScore W3198181851C120314980 @default.
- W3198181851 hasConceptScore W3198181851C154945302 @default.
- W3198181851 hasConceptScore W3198181851C162324750 @default.
- W3198181851 hasConceptScore W3198181851C165696696 @default.
- W3198181851 hasConceptScore W3198181851C182306322 @default.
- W3198181851 hasConceptScore W3198181851C2775924081 @default.
- W3198181851 hasConceptScore W3198181851C38652104 @default.