Identification of Quasi-Stationary Dynamic Objects with the Use of Derivative Disproportion Functions

Kalashnikov, Vyacheslav V. y Avramenko, Viktor V. y Slipushko, Nikolay Yu. y Kalashnykova, Nataliya I. y Konoplyanchenko, Anton E. (2017) Identification of Quasi-Stationary Dynamic Objects with the Use of Derivative Disproportion Functions. Procedia Computer Science, 108. pp. 2100-2109. ISSN 18770509

[img]
Vista previa
Texto
105.pdf - Versión Publicada
Available under License Creative Commons Attribution Non-commercial No Derivatives.

Download (707kB) | Vista previa

Resumen

This paper presents an algorithm for designing a cryptographic system, in which the derivative disproportion functions (key functions) are used. This cryptographic system is used for an operative identification of a differential equation describing the movement of quasi-stationary objects. The symbols to be transmitted are encrypted by the sum of at least two of these functions combined with random coefficients. A new algorithm is proposed for decoding the received messages making use of important properties of the derivative disproportion functions.

Tipo de elemento: Article
Palabras claves no controlados: Identification of quasi-stationary dynamic objects, Cryptographic systems, Sums of key functions, Identification algorithms
Materias: Q Ciencia > QC Física
Divisiones: Ciencias Físico Matemáticas
Usuario depositante: Editor Repositorio
Creadores:
CreadorEmailORCID
Kalashnikov, Vyacheslav V.NO ESPECIFICADONO ESPECIFICADO
Avramenko, Viktor V.NO ESPECIFICADONO ESPECIFICADO
Slipushko, Nikolay Yu.NO ESPECIFICADONO ESPECIFICADO
Kalashnykova, Nataliya I.NO ESPECIFICADONO ESPECIFICADO
Konoplyanchenko, Anton E.NO ESPECIFICADONO ESPECIFICADO
Fecha del depósito: 18 Mayo 2020 15:04
Última modificación: 18 Mayo 2020 15:04
URI: http://eprints.uanl.mx/id/eprint/14602

Actions (login required)

Ver elemento Ver elemento

Downloads

Downloads per month over past year