Construction of Key Echange Protocol over Max-Plus Algebra to Encrypt and Decrypt Arabic Documents

Authors

  • Any Muanalifah Department of Mathematics, Faculty of Science and Technology, Semarang, Indonesia

DOI:

https://doi.org/10.21580/jnsmr.2015.1.2.1601

Keywords:

Cryptography, max-plus algebra, key exchange, arabic text

Abstract

In this paper, we consider the operation of matrix in Max-plus Algebra to construct a key public to encrypt and decrypt arabic document. Matrix operation in max-plus algebra is slight different with matrix operation in classical. In this paper, we also use a modular 37 to translate it into arabic text (arabic letter with number and special character).

Downloads

Download data is not yet available.

References

Alqahtani, Y., Kuppuswamy, P., and Shah,S., 2013, New Approach of Arabic Encryption/Decryption Technique Using Vigenere Chiper On Mod 39, International Journal of Advanced Research in IT and Engineering., 12(2)

Butkovic, P., 2010, Max-linear systems: theory and algorithms, Springer Science & Business Media.

Grigoriev, D., and Shpilrain, V., 2014, Tropical Geometry,Communication in Algebra , 42(6), 2624-2632.

Kotov, M., and Ushakov, A.,2015, Analysis of a key exchange protocol based on tropical matrix algebra. Downloaded at 13th May 2016 https://eprint.iacr.org/2015/852.pdf.

Kuppuswamy, P., Alqahtani, Y., 2014, New Innovation of Arabic Languange Encryption Techinique Using New Symmetric Key Algorithm,International Journal of Advances in Enginering and Technology, 7(1), pp. 30-37.

Mustofa., and Lestari, D., 2013, The password Agreement Method Based on Matrix Operation Over Min-Plus Algebra for Secret Information Safety.

Mustofa.,2014, An application of Max-Plus Algebra in Cryptography.

Viro, O. Y.,2011,. On basic concepts of tropical geometry. Proceedings of the Steklov Institute of Mathematics, 273(1), 252-282.

Downloads

Published

2017-08-22

Issue

Section

Original Research Articles