A Paradigm for Modeling Infectious Diseases: Assessing Malware Spread in Early-Stage Outbreaks

As digitalization and artificial intelligence advance, cybersecurity threats intensify, making malware—a type of software installed without authorization to harm users—an increasingly urgent concern. Due to malware’s social and economic impacts, accurately modeling its spread has become essential. W...

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Main Authors: Egils Ginters, Uga Dumpis, Laura Calvet Liñán, Miquel Angel Piera Eroles, Kawa Nazemi, Andrejs Matvejevs, Mario Arturo Ruiz Estrada
Format: Article
Language:English
Published: MDPI AG 2024-12-01
Series:Mathematics
Subjects:
Online Access:https://www.mdpi.com/2227-7390/13/1/91
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author Egils Ginters
Uga Dumpis
Laura Calvet Liñán
Miquel Angel Piera Eroles
Kawa Nazemi
Andrejs Matvejevs
Mario Arturo Ruiz Estrada
author_facet Egils Ginters
Uga Dumpis
Laura Calvet Liñán
Miquel Angel Piera Eroles
Kawa Nazemi
Andrejs Matvejevs
Mario Arturo Ruiz Estrada
author_sort Egils Ginters
collection DOAJ
description As digitalization and artificial intelligence advance, cybersecurity threats intensify, making malware—a type of software installed without authorization to harm users—an increasingly urgent concern. Due to malware’s social and economic impacts, accurately modeling its spread has become essential. While diverse models exist for malware propagation, their selection tends to be intuitive, often overlooking the unique aspects of digital environments. Key model choices include deterministic vs. stochastic, planar vs. spatial, analytical vs. simulation-based, and compartment-based vs. individual state-tracking models. In this context, our study assesses fundamental infection spread models to determine those most applicable to malware propagation. It is organized in two parts: the first examines principles of deterministic and stochastic infection models, and the second provides a comparative analysis to evaluate model suitability. Key criteria include scalability, robustness, complexity, workload, transparency, and manageability. Using consistent initial conditions, control examples are analyzed through Python-based numerical methods and agent-based simulations in NetLogo. The findings yield practical insights and recommendations, offering valuable guidance for researchers and cybersecurity professionals in applying epidemiological models to malware spread.
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issn 2227-7390
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publishDate 2024-12-01
publisher MDPI AG
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series Mathematics
spelling doaj-art-83be151973f64e2e9b7ff0b65e8d9eb92025-01-10T13:18:13ZengMDPI AGMathematics2227-73902024-12-011319110.3390/math13010091A Paradigm for Modeling Infectious Diseases: Assessing Malware Spread in Early-Stage OutbreaksEgils Ginters0Uga Dumpis1Laura Calvet Liñán2Miquel Angel Piera Eroles3Kawa Nazemi4Andrejs Matvejevs5Mario Arturo Ruiz Estrada6Information Technology Institute, Riga Technology University, LV-1048 Riga, LatviaDepartment of Internal Medicine, University of Latvia, LV-1004 Riga, LatviaTelecommunications and Systems Engineering Department, Universitat Autònoma de Barcelona, 08913 Cerdanyola del Vallès, SpainTelecommunications and Systems Engineering Department, Universitat Autònoma de Barcelona, 08913 Cerdanyola del Vallès, SpainHuman-Computer Interaction and Visual Analytics, Darmstadt University of Applied Sciences, 64295 Darmstadt, GermanyInstitute of Applied Mathematics, Riga Technology University, LV-1048 Riga, LatviaFaculty of Economics and Administration, University of Malaya, Kuala Lumpur 0603, MalaysiaAs digitalization and artificial intelligence advance, cybersecurity threats intensify, making malware—a type of software installed without authorization to harm users—an increasingly urgent concern. Due to malware’s social and economic impacts, accurately modeling its spread has become essential. While diverse models exist for malware propagation, their selection tends to be intuitive, often overlooking the unique aspects of digital environments. Key model choices include deterministic vs. stochastic, planar vs. spatial, analytical vs. simulation-based, and compartment-based vs. individual state-tracking models. In this context, our study assesses fundamental infection spread models to determine those most applicable to malware propagation. It is organized in two parts: the first examines principles of deterministic and stochastic infection models, and the second provides a comparative analysis to evaluate model suitability. Key criteria include scalability, robustness, complexity, workload, transparency, and manageability. Using consistent initial conditions, control examples are analyzed through Python-based numerical methods and agent-based simulations in NetLogo. The findings yield practical insights and recommendations, offering valuable guidance for researchers and cybersecurity professionals in applying epidemiological models to malware spread.https://www.mdpi.com/2227-7390/13/1/91epidemiological modelsmathematical modelingmalware spread modelingsociotechnical systemssimulation
spellingShingle Egils Ginters
Uga Dumpis
Laura Calvet Liñán
Miquel Angel Piera Eroles
Kawa Nazemi
Andrejs Matvejevs
Mario Arturo Ruiz Estrada
A Paradigm for Modeling Infectious Diseases: Assessing Malware Spread in Early-Stage Outbreaks
Mathematics
epidemiological models
mathematical modeling
malware spread modeling
sociotechnical systems
simulation
title A Paradigm for Modeling Infectious Diseases: Assessing Malware Spread in Early-Stage Outbreaks
title_full A Paradigm for Modeling Infectious Diseases: Assessing Malware Spread in Early-Stage Outbreaks
title_fullStr A Paradigm for Modeling Infectious Diseases: Assessing Malware Spread in Early-Stage Outbreaks
title_full_unstemmed A Paradigm for Modeling Infectious Diseases: Assessing Malware Spread in Early-Stage Outbreaks
title_short A Paradigm for Modeling Infectious Diseases: Assessing Malware Spread in Early-Stage Outbreaks
title_sort paradigm for modeling infectious diseases assessing malware spread in early stage outbreaks
topic epidemiological models
mathematical modeling
malware spread modeling
sociotechnical systems
simulation
url https://www.mdpi.com/2227-7390/13/1/91
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