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Subject: Matematics

Year: 2012

Type: Article
Type: PeerReviewed

Title: Shapeless Quasigroups Derived by Feistel Orthomorphisms

Author: Mileva, Aleksandra
Author: Markovski, Smile

Abstract: Shapeless quasigroups are needed for cryptography purposes. In this paper, we construct shapeless quasigroups by the diagonal method from orthomorphisms over abelian groups. We use generalizations of Feistel networks as orthomorphisms. We introduce parameters into several types of Extended Feistel Networks and Generalized Feistel-Non Linear Feedback Shift Registers and, by suitable choice of the parameter values, different shapeless quasigroup can be used in every application.

Publisher:

Relation: https://eprints.ugd.edu.mk/708/

Identifier: oai:eprints.ugd.edu.mk:708
Identifier: Mileva, Aleksandra and Markovski, Smile (2012) Shapeless Quasigroups Derived by Feistel Orthomorphisms. Glasnik Matematicki, 47 (2). pp. 333-349. ISSN 0017-095X

Title	Date	Views
Shapeless Quasigroups Derived by Feistel Orthomorphisms	2012	24