Buchmann and Williams suggested a generalization of the Diffie–Hellman scheme based on an “almost” cyclic group structure on a set of reduced principal ideals of a real quadratic field [13]. A common reduced ideal is derived based on the commutativity of real number multiplication and addition.
Nov 28, 2017
We present a brief survey on the algebraic properties of existing key exchange schemes and identify the source of commutativity and the family of underlying ...
Dec 9, 2024 · The Diffie–Hellman key exchange scheme is one of the earliest and most widely used public-key primitives. Its underlying algebraic structure ...
Mar 24, 2017 · We suggest an algebraically generalized Diffie–Hellman scheme. (AGDH) that, in general, enables the application of any algebra as the platform ...
An algebraically generalized Diffie-Hellman scheme (AGDH) that, in general, enables the application of any algebra as the platform and formulate the ...
Apr 11, 2019 · We suggest an algebraically generalized Diffie–Hellman scheme (AGDH) that, in general, enables the application of any algebra as the platform ...
An algebraically generalized Diffie–Hellman scheme (AGDH) is suggested that enables the application of any algebra as the platform for key exchange and ...
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Abstract. We put forward a new algebraic framework to generalize and analyze Diffie-Hellman like Decisional. Assumptions which allows us to argue about ...
Jul 20, 2024 · The objective of this paper is to build the Split-Complex version of Diffie-Hellman key Exchange Algorithm,.
We suggest an algebraically generalized Diffie–Hellman scheme (AGDH) that, in general, enables the application of any algebra as the platform for key exchange.