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Please use this identifier to cite or link to this item: https://oldena.lpnu.ua/handle/ntb/40454
Title: The research of multiplication in the ternary Galois fields
Authors: Kostyk, Andrii
Hlukhov, Valerii
Berezko, Leonid
Affiliation: Lviv Polytechnic National University
Bibliographic description (Ukraine): Kostyk A. The research of multiplication in the ternary Galois fields / Andrii Kostyk, Valerii Hlukhov, Leonid Berezko // Litteris et Artibus : proceedings, 23–25 November, 2017. — Lviv : Lviv Polytechnic Publishing House, 2017. — P. 432–433. — (9th International academic conference «Computer science & engineering 2017» (CSE-2017)).
Bibliographic description (International): Kostyk A. The research of multiplication in the ternary Galois fields / Andrii Kostyk, Valerii Hlukhov, Leonid Berezko // Litteris et Artibus : proceedings, 23–25 November, 2017. — Lviv : Lviv Polytechnic Publishing House, 2017. — P. 432–433. — (9th International academic conference «Computer science & engineering 2017» (CSE-2017)).
Is part of: Litteris et Artibus : матеріали, 2017
Litteris et Artibus : proceedings, 2017
Conference/Event: 7th International youth science forum «Litteris et Artibus»
Journal/Collection: Litteris et Artibus : матеріали
Issue Date: 23-Dec-2017
Publisher: Видавництво Львівської політехніки
Lviv Polytechnic Publishing House
Place of the edition/event: Львів
Lviv
Temporal Coverage: 23–25 листопада 2017 року
23–25 November, 2017
Keywords: Galois field GF(2m)
Mathematical package Maple
Galois field GF(3m)
Number of pages: 2
Page range: 432-433
Start page: 432
End page: 433
Abstract: The research of multiplication in the ternary Galois fields Calculation and finding irreducible polynomials for Galois field GF(pm). Consider the proposed method of construction serial ternary multiplier element Galois field GF (3m).
URI: https://ena.lpnu.ua/handle/ntb/40454
ISBN: 978-966-941-108-2
Copyright owner: © Національний університет “Львівська політехніка”, 2017
References (Ukraine): [1] Steininger A., Serra M., Reconfigurable Hardware Implementation of Polynomial Arithmetic over the Finite Field GF(3), Wien, December, 30, pp. 88, 2006.
[2] V. S. Hlukhov, R. M. Elias, A. O. Melnyk, “Osoblyvosti realizatsii na PLIS sektsiinykh pomnozhuvachiv elementiv poliv Halua GF(2m) z nadvelykym stepenem”, Kompiuterno-intehrovani tekhnolohii, Lutsk №12., 103 – 106 st., 2013.
[3] Merchan J. G. Arithmetic Architectures for Finite Fields GF(pm) with Cryptographic Applications. Bochum, pp. 221, May, 2004.
[4] T. Berko, V. Hlukhov, “Perevirka prystroiv dlia obrobky tsyfrovykh pidpysiv, shcho gruntuiutsia na eliptychnykh kryvykh”, Naukovo-sotsialnyi zhurnal «Tekhnichni novyny», orhan Ukrainskoho inzhenernoho tovarystva u Lvovi, 1, 53-57 st., 26, 2007.
[5] Deschamps J.P., Imana J.L, Gustavo D., Hardware Implementation of Finite-Field Arithmetic. 2009 The McGraw-Hill Companies, Inc.
[6] Hlukhov V.S., Kostyk A.T., Vykorystannia suchasnykh PLIS dlia opratsiuvannia elementiv poliv Halua (pq). Tezy dlia 9-toi nauk. konf. KhUPS.,178 st., kviten 2013.
References (International): [1] Steininger A., Serra M., Reconfigurable Hardware Implementation of Polynomial Arithmetic over the Finite Field GF(3), Wien, December, 30, pp. 88, 2006.
[2] V. S. Hlukhov, R. M. Elias, A. O. Melnyk, "Osoblyvosti realizatsii na PLIS sektsiinykh pomnozhuvachiv elementiv poliv Halua GF(2m) z nadvelykym stepenem", Kompiuterno-intehrovani tekhnolohii, Lutsk No 12., 103 – 106 st., 2013.
[3] Merchan J. G. Arithmetic Architectures for Finite Fields GF(pm) with Cryptographic Applications. Bochum, pp. 221, May, 2004.
[4] T. Berko, V. Hlukhov, "Perevirka prystroiv dlia obrobky tsyfrovykh pidpysiv, shcho gruntuiutsia na eliptychnykh kryvykh", Naukovo-sotsialnyi zhurnal "Tekhnichni novyny", orhan Ukrainskoho inzhenernoho tovarystva u Lvovi, 1, 53-57 st., 26, 2007.
[5] Deschamps J.P., Imana J.L, Gustavo D., Hardware Implementation of Finite-Field Arithmetic. 2009 The McGraw-Hill Companies, Inc.
[6] Hlukhov V.S., Kostyk A.T., Vykorystannia suchasnykh PLIS dlia opratsiuvannia elementiv poliv Halua (pq). Tezy dlia 9-toi nauk. konf. KhUPS.,178 st., kviten 2013.
Content type: Conference Abstract
Appears in Collections:Litteris et Artibus. – 2017 р.

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