Article

Article title FAILSAFE RECORDER PROTECTED INFORMATION, FUNCTION IN THE RESIDUE CLASS
Authors N.D. Abasov, A.M. Ankina, D.I. Rzhevskij, O.A. Finko
Section SECTION VI. APPLICATION INFORMATION SECURITY ISSUES
Month, Year 12, 2012 @en
Index UDC 004.08
DOI
Abstract The generalized algorithm of functioning and the block diagram of the device of registration information providing requirements for ensuring of protection of traceable information, and also high indicators of fault tolerance is considered at restrictions on volume of equipment rooms and energy resources. For the solution of two specified tasks it is offered to use uniform mathematical apparatus of modular arithmetics. Protection of information is provided with known cryptographic protocols with the symmetric or dissymetric keys providing necessary protection of information from reading record or only of reading at finding of the device in not entrusted environment. Ensuring necessary fault tolerance of the device is reached on the basis of application of superfluous codes of modular arithmetics. In relation to methods of reservation necessary level of fault tolerance is reached at reduction of energy consumption and reduction of volume of the equipment or the increase in information capacity of the device, necessary for satisfaction of modern and perspective requirements to registering devices is provided.

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Keywords Chinese Remainder Theorem; modular arithmetic; residual number system; recording devices; cryptographic protection of information.
References 1. Российская Федерация. Правительство. О федеральных правилах использования воздушного пространства и федеральных авиационных правилах: утв.постановлением Пра-
вительства РФ от 27 марта 1998г. №360: в ред. постановления Правительства РФ от 15.04.2000 №344 // Собр.законодательства РФ. – 1998. – № 14, ст. 1593; – 2000. – № 17, ст. 1875.
2. ОСТ 1 01080–95. Устройства регистрации бортовые с защищенными накопителями. Общие технические требования. – Введ. 01.01.1997. – М.: Изд–во НИИСУ, 1997. – 40 с.
3. Острейковский В.А. Теория надежности – М.: Высш. шк., 2003. – 463 с.
4. Акушский И.Я., Юдицкий Д.И. Машинная арифметика в остаточных классах. – М.: Советское радио, 1968. – 440 с.
5. Ржевский Д.А., Елисеев Н.И., Абасов Н.Д., Финько О.А. Электронная подпись, устойчивая к деструктивным воздействиям // Известия ЮФУ. Технические науки. – 2011. – № 12 (125). – С.140-146.

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