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Maple implementation of the ElGamal public key encryption scheme working in SMG(pm)
Authors: C. Koscielny
– 0.21 Mb
Abstract
It has been shown [2, 3, 4] that in ElGamal public key encryption scheme [6, 7, 8] working over SMG(pm), the need of _nding primitive elements of GF(pm), necessary if the system works traditionally but unfeasible in the case of huge fields, is eliminated. Thus, the discussed system is user-friendly, giving the possibility of very strong encryption with the key of order 10.000 bits and more. The construction of such cryptosystem is of great practical importance, therefore, the paper informs the reader in detail how to resolve this problem using Maple.C. Koscielny
Academy of Management in Legnica
Faculty of Computer Science
ul. Reymonta 21
59-220 Legnica
Poland
E-mail:
Academy of Management in Legnica
Faculty of Computer Science
ul. Reymonta 21
59-220 Legnica
Poland
E-mail:
Fulltext
– 0.21 Mb
Contents
- Fuzzy isomorphism and quotient of fuzzy subpolygroups
- On graded weakly primary ideals
- On decomposable hyper BCK-algebras
- Factorization of simple groups involving the alternating group
- Intuitionistic fuzzy approach to n-ary systems
- Affine regular dodecahedron in GS-quasigroups
- Maple implementation of the ElGamal public key encryption scheme working in SMG(pm)
- Computing in GF(pm) and in gff(nm) using Maple
- AES with the increased confidentiality
- A class of quasigroups associated with a cubic Pisot number
- On medial-like identities
