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In this paper a formal model for protecting information from DDoS attacks, allows to improve the efficiency of computer networks, taking into account the interaction of detection modules and the use of formal set-theoretic constructions are proposed. 

  • Web Address
  • DOI
  • Date of creation in the UzSCI system10-01-2020
  • Read count427
  • Date of publication19-10-2018
  • Main LanguageIngliz
  • Pages33-37
English

In this paper a formal model for protecting information from DDoS attacks, allows to improve the efficiency of computer networks, taking into account the interaction of detection modules and the use of formal set-theoretic constructions are proposed. 

Author name position Name of organisation
1 Karimov M.M. Director of the State Testing Center under the Cabinet of Ministers of the Republic of Uzbekistan, Address: Bogi Shamol street, 12, 100202, Tashkent city, Republic of Uzbekistan E-mail: 1dr.mmkarimov@rambler.ru Director of the State Testing Center under the Cabinet of Ministers of the Republic of Uzbekistan,
2 Gulomov S.R. PhD of Providing Information Security Department Tashkent University of Information Technologies named after Muhammad al-Khwarizmi, Address: Amir Temur street, 108, 100200, Tashkent city, Republic of Uzbekistan E-mail: 2sherhisor30@gmail.com TUIT
Name of reference
1 1. Kotenko and E. Doynikova, “Security assessment of computer networks based on attack graphs and security events,” Bali, Indonesia, LNCS, vol. 8047. SpringerVerlag, April 2014, pp. 462–471. 2. Behrouz A. Forouzan. Data Communications and Networking. 5th Edition / McGraw-Hill Forouzan series, New-York USA, 2007.  P.1134. 3. William Stallings. Data and Computer Communications (10th Edition). International Edition, 2013.  P.912. 4. D. van Dalen: Logic and Structure (4th extended ed. Revised). (Springer Verlag, Berlin, 2008). M. Rathjen: Metamathematical Properties of Intuitionistic Set Theories with Choice Principles. In: S.B. Cooper, B.Lowe, A.Sorbi (eds.): New Computational Paradigms: Changing Conceptions of What is Computable (Springer, New York, 2008) P.287-312.
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