ENHANCED MENEZES-VANESTONE ELLIPTIC CURVES CRYPTOSYSTEM | Zendy

Ahmed T. Sadiq | Zendy; Nasreen J. Kadhim | Zendy

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ENHANCED MENEZES-VANESTONE ELLIPTIC CURVES CRYPTOSYSTEM

Author(s) -

Ahmed T. Sadiq,

Nasreen J. Kadhim

Publication year - 2009

Publication title -

journal of al-nahrain university-science

Language(s) - English

Resource type - Journals

eISSN - 2519-0881

pISSN - 1814-5922

DOI - 10.22401/jnus.12.1.23

Subject(s) - elliptic curve , discrete logarithm , cryptosystem , mathematics , elliptic curve point multiplication , logarithm , abelian group , elliptic curve cryptography , pure mathematics , algebra over a field , arithmetic , encryption , discrete mathematics , computer science , mathematical analysis , algorithm , cryptography , public key cryptography , computer security

The group of the elliptic curve points forms an Abelian group, which is a suitable choice for constructing a good problem similar to Discrete Logarithm Problem. This paper introduces a brief overview of the Menezes-Vanestone Elliptic Curves Cryptosystem (MVECC), and attempts to improve it by suggesting a new variation on MVECC to make encryption more efficient than the original elliptic curves cryptosystems.

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