MATHEMATICAL MODEL OF COUNTER-TERRORIST ACTIVITY

Authors: Volodymyr Khoroshko, Mykola Brailovskyi, Valeri Kozura
Affiliation: National Aviation University, Taras Shevchenko National University of Kyiv, National Aviation University

Category:

Keywords: terrorist group, graph mathematical models, weights, matrix theory, counterterrorism activity
ABSTRACT. In this paper, we construct a model of an arbitrary terrorist group with a strictly justified hierarchy using a weighted undirected graph. The proposed mathematical model makes it possible to use new methods for processing graphs that are not used earlier for solving the problem of destroying the modeled grouping, as well as a numerical estimate of the damage inflicted on the enemy through counterterrorist actions.

References:

Оре О. Теория графов. – М:Наука, 1980.-336с
Майника Э. Алгоритмы оптимизации на сетях и графах. – М:Мир, 1981. – 323с
Krebs V. E. Mapping networks of terrorist celis. – Connections 24(3).- 2001. – Pp. 43-52
Brailovskyi M., Khoroshko V. Models of Interaction of a Potentially Dangerous Terrorist Group and the Security Service on a Protected Object. SPCSJ, vol.2, w3, September 2018. – p.1-8.
Кобозева А. А., Хорошко В. А. Анализ информационной безопасности – К: изд. ГУНКТ, 2009. – 251с.
Brams S.J., Mutlu H., Ramirez S. L. Influence in Terrorist Networks: From Undirected to Directed Graphs. Studies I Conflict & Terrorism. – 2006. – 29. – Pp. 703-718
Джордж А., Лю Дж. Численное решение больших разреженных систем уравнений. Изд. 2-е. – М: Мир, 2014. – 333с