Counter-terrorism: Protection Resources Allocation. Part Ii. Branching System

Authors

  • Igor Ushakov San Diego, USA Author

DOI:

https://doi.org/10.66721/vyndfz28

Abstract

A concept of optimal resources allocation to protect countrie’s objects against terrorists attack is presented. Under assumption of uncertainty of terrorists’ intentions, minmax criterion is suggested. The Goal functions for cost-effectiveness analysis of country terrorism measurements are given. This work is a from of [Ushakov, 2006]

References

I. Ushakov. “Counter-terrorism: Protection Resources Allocation. Part I. Minimax Criterion”. “Reliability: Theory and Practice” (vol.1, No.2), 2006.

I. Ushakov. “Cost-effective approach to counter-terrorism”. Int’l Journal Communication in Dependability and Quality Management (vol.8, No.3),2005.

B. Gnedenko, I. Ushakov “Probabilistic Reliability Engineering”. John Wiley & Sons, Inc., New York, 1995.

I. Ushakov. “Handbook of Reliability Engineering”. (Section 8.6 “Vulnerability of Complex Systems” ). John Wiley & Sons, Inc., New York, 1994.

Yu. Rudenko, I. Ushakov “Reliability Energy Systems, 2nd edition” (in Russian). Original Russian title: “Надежность систем энергетики”. “Nauka”, Novosibirsk, Siberian Branch of the Academy of Sciences of the USSR, 1989.

M. Kozlov, Yu. Malashenko, V. Rogozhin, I. Ushakov (team lead), T. Ushakova. “Computer model of Energy Systems Survivability: Methodology, Model, Implementation” (in Russian). Original Russian title: “Моделирование живучести систем энергетики: методология, модель, реализация”.

The Computer Center of the Academy of Sciences of the USSR, Moscow, 1986. Yu. Rudenko, I. Ushakov “On evaluation of survivability of complex energy systems”. Original title: “К вопросу оценки живучести сложных систем энергетики”. Journal of the Academy of Sciences of

the USSR, issue “Energy and Transportation”, №1, 1979.

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Published

2026-10-02

How to Cite

Ushakov, I. (2026). Counter-terrorism: Protection Resources Allocation. Part Ii. Branching System. Reliability: Theory & Applications, 1(3), 48-55. https://doi.org/10.66721/vyndfz28