Impact of internal configuration on overall risk in complex systems, examined through the risk reduction problem in a system of star-shaped structure
- Autores: Shiroky A.A.1
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Afiliações:
- V.A. Trapeznikov Institute of Control Sciences of RAS
- Edição: Nº 113 (2025)
- Páginas: 180-214
- Seção: Networking in control sciences
- URL: https://ogarev-online.ru/1819-2440/article/view/289712
- ID: 289712
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Sobre autores
Alexander Shiroky
V.A. Trapeznikov Institute of Control Sciences of RAS
Email: shiroky@ipu.ru
Moscow
Bibliografia
- КАЛАШНИКОВ А.О., АНИКИНА Е.В. Управление инфор-мационными рисками сложной системы с использованиеммеханизма «когнитивной игры» // Вопросы кибербезопас-ности. – 2020. – № 4(38). – С. 2–10.
- КАЛАШНИКОВ А.О., АНИКИНА Е.В. Управление риска-ми сложной сети на основе обобщенной арбитражной схе-мы // Вопросы кибербезопасности. – 2022. – № 1(47). –С. 95–101.
- ШИРОКИЙ А.А. Учет влияния структуры сложной систе-мы при управлении рисками // Управление большими систе-мами: сборник трудов. – 2024. – Вып. 107. – С. 88—106.
- BLOCH F., JACKSON M.O., TEBALDI P. Centrality measuresin networks // Soc Choice Welf. – 2023. – Vol. 61. – P. 413–453. – DOI: https://doi.org/10.1007/s00355-023-01456-4
- BODKHE U., MEHTA D., TANWAR S. et al. A surveyon decentralized consensus mechanisms for cyber physicalsystems // IEEE Access. – 2020. – No. 8. – P. 54371–54401.
- CAJUEIRO D.O., ANDRADE R.F. Controlling self-organizedcriticality in complex networks // Eur. Phys. J. B. – 2010. –Vol. 77, No. 2. – P. 291–296.
- CHEN B., CAO L. An optimized algorithm for calculating theaverage path length of complex network // Proc. of the 10th Int.Symposium on Computational Intelligence and Design (ISCID)Hangzhou, China, 9–10 December 2017. – Vol. 1. – P. 334–337.
- CHEN C., IYENGAR G., MOALLEMI C.C. An axiomaticapproach to systemic risk // Manag. Sci. – 2013 – Vol. 59,No. 6. – P. 1373–1388.
- CRIADO R., ROMANCE M. Structural vulnerability androbustness in complex networks: different approaches andrelationships between them // Handbook of optimization incomplex networks.–NewYork,NY: Springer,2012.–P. 3–36.
- DEGEFU D.M., HE W., YUAN L. Monotonic bargainingsolution for allocating critically scarce transboundary water //Water Resour. Manag. – 2017. – Vol. 31, No. 9. – P. 2627–2644.
- DING D., TANG Z., WANG Y. et al. Secure synchronization ofcomplex networks under deception attacks against vulnerablenodes // Appl. Math. Comput. – 2021. – Vol. 399. – e126017.
- FREITAS S., YANG D., KUMAR S. et al. Graph Vulnerabilityand Robustness: A Survey // IEEE Trans. Knowl. Data Eng. –2022. – Vol. 35, No. 6. – P. 5915–5934.
- HOFFMANN H., PAYTON D.W. Optimization by self-organized criticality // Sci. Rep. – 2018. – Vol. 8, No. 1. –P. 1–9.
- JALILI M., PERC M. Information cascades in complexnetworks // J. Complex Netw. – 2017. – Vol. 5, No. 5. –P. 665–693.
- KALAI E., SMORODINSKY M. Other solutions to Nash’sbargaining problem // Econometrica. – 1975. – Vol. 43, No. 3. –P. 513–518.
- KANYOU C., KOUOKAM E., EMVUDU Y. Structuralnetwork analysis: Correlation between centrality measures //Proc. of the African Conf. on Research in Computer Science(CARI) Yaounde, Dschang, Cameroon, 22 September –3 October 2022. – hal-03714191.
- KOCAREV L. (Ed.) Consensus and synchronization in complexnetworks. – Berlin/Heidelberg, Germany: Springer, 2013.
- NASH Z. The bargaining problem // Econometrica. – 1950. –Vol. 18, No. 2. – P. 155–162.
- NASH Z. Two-person cooperative games // Econometrica. –1953. – Vol. 21, No. 1. – P. 128–140.
- NOWZARI C., PRECIADO V.M., PAPPAS G.J. Analysis andcontrol of epidemics: A survey of spreading processes oncomplex networks // IEEE Control Syst. Mag. – 2016. – Vol. 36,No. 1. – P. 26–46.
- PU H., LI Y., MA C. Topology analysis of Lanzhou publictransport network based on double-layer complex networktheory // Physica A. – 2022. – Vol. 592. – e126694.
- SAXENA A., IYENGAR S. Centrality measures incomplex networks: A survey // arXiv preprint. – 2020. –arXiv:2011.07190.
- LIU X., ZHANG M., FIUMARA G. et al. Complex NetworkHierarchical Sampling Method Combining Node NeighborhoodClustering Coefficient with Random Walk // New Gener.Comput. – 2022. – Vol. 40, No. 3. – P. 765–807.
- RADULESCU A., EVANS D., AUGUSTIN A.-D. et al.Synchronization and Clustering in Complex QuadraticNetworks // Neural Comput. – 2024. – Vol. 36, No. 1. –P. 75–106.
- SHIROKY A., KALASHNIKOV A. Mathematical Problems ofManaging the Risks of Complex Systems under Targeted Attackswith Known Structures // Mathematics. – 2021. – No. 9(19). –e2468.
- SIMAS T., CORREIA R.B., ROCHA L.M. The distancebackbone of complex networks // J Complex Netw. – 2021. –Vol. 9, No. 6. – cnab021.
- SUAREZ O.J., VEGA C.J., ELVIRA-CEJA S. et al. Sliding-mode pinning control of complex networks // Kybernetika. –2018. – Vol. 54, No. 5. – P. 1011–1032.
- XING W., SHI P., AGARWAL R.K. et al. A survey on globalpinning synchronization of complex networks // J. FranklinInst. – 2019. –Vol. 356, No. 6. – P. 3590–3611.
- WANG C., XIA Y. Robustness of complex networks consideringattack cost // IEEE Access. – 2020. – No. 8. – P. 172398–172404.
- WANG H., WANG J., LIU Q. et al. Identifying key spreadersin complex networks based on local clustering coefficient andstructural hole information // New J. Phys. – 2023. – Vol. 25,No. 12. – e123005.
- WANG S., LIU J. Designing comprehensively robust networksagainst intentional attacks and cascading failures // Inf. Sci. –2019. – No. 478. – P. 125–140.
- WANG Y., FAN H., LIN W. et al. Growth, collapse and self-organized criticality in complex networks // Sci. Rep. – 2016. –Vol. 6, No. 1. – P. 1–12.
- ZHANG Q., TSENG L.. Fault-tolerant Consensus inAnonymous Dynamic Network // arXiv preprint. – 2024. –arXiv:2405.03017.
- ZHAO J., WANG Y., DENG Y. Identifying influential nodesin complex networks from global perspective // Chaos SolitonsFractals. – 2020. – Vol. 133. – e109637.
- ZHAO L.H., WEN S., LI C. et al. A Recent Survey on Controlfor Synchronization and Passivity of Complex Networks // IEEETrans. Netw. Sci. Eng. – 2022. – No. 9. – P. 4235–4254.
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