New Practical Algebraic Public-Key Cryptosystem and Some Related Algebraic and Computational Aspects

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Applied Mathematics

ISSN Print: 2152-7385
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"New Practical Algebraic Public-Key Cryptosystem and Some Related Algebraic and Computational Aspects"
written by S. K. Rososhek,
published by Applied Mathematics, Vol.4 No.7, 2013

has been cited by the following article(s):

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[2]	A review of the tropical approach in cryptography
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[5]	Алгебраическая криптология
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[6]	A Study of Non-Abelian Public Key Cryptography
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[7]	Реализация и исследование алгоритмов функционирования и безопасности новых быстрых криптосистем с открытым ключом на базе матричной …
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[8]	Cryptographic analysis of the Modified Matrix Modular Cryptosystem
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[9]	Essays in algebra and cryptology: Algebraic cryptanalysis
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[10]	CRYPTOGRAPHIC ANALYSIS OF THE MODIFIED MATRIX MODULAR CRYPTOSYSTEM (paper is dedicated to professor Vladimir Nikanorovich Remeslennikov on …
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[11]	Криптографический анализ модифицированной матричной модулярной криптосистемы
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[12]	Experimental Study of the Hypothesis on the Order of a Random Element of the Matrix Modular Group
	Journal of Mathematical Sciences, 2017

[13]	Fast and Secure Modular Matrix Based Digital Signature
	British Journal of Mathematics & Computer Science, 2016

[14]	Экспериментальное исследование гипотезы о порядке случайного элемента матричной модулярной группы
	Фундаментальная и прикладная математика, 2015

[15]	Modified Matrix Modular Cryptosystems
	British Journal of Mathematics, 2015

[16]	Исследование матричных модулярных криптосистем
	Молодежная научная конференция ?Все грани математики и механики?, 2015

[17]	Эффективность различных реализаций модифицированного протокола Диффи-Хеллмана выработки общего ключа
	2014

[18]	Noncommutative analogue of Diffie-Hellman protocol in matrix ring over the residue ring
	SK Rososhek, E Gorbunov - International journal of computers & technology, 2013

[1]	A review of the tropical approach in cryptography Cryptologia, 2023 DOI:10.1080/01611194.2021.1994486

[2]	A review of the tropical approach in cryptography Cryptologia, 2022 DOI:10.1080/01611194.2021.1994486

[3]	Public-Key Cryptography Based on Tropical Circular Matrices Applied Sciences, 2022 DOI:10.3390/app12157401

[4]	Experimental Study of the Hypothesis on the Order of a Random Element of the Matrix Modular Group Journal of Mathematical Sciences, 2017 DOI:10.1007/s10958-017-3373-9

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