DISAIN AUTENTIKASI KUNCI PUBLIK MENGGUNAKAN MATRIKS INVERS TERGENERALISASI

Dwi Risnani, Evi (2008) DISAIN AUTENTIKASI KUNCI PUBLIK MENGGUNAKAN MATRIKS INVERS TERGENERALISASI. Other thesis, University of Muhammadiyah Malang.

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Abstract

Mathematics as principle science has key role in science and technology development. Having applied mathematics, many other sciences may be explained and developed, such as cryptography. Cryptography is science that learns mathematical techniques related to information safety aspect, for example validity, data integrity, and data authentic. In general, there are two techniques of cryptography, namely symmetric-key and asymmetric-key (public-key). The basic idea of public-key cryptography system was that cryptography key constructed in a couple, one key for encrypts and the other for description. The key for encrypts process was public (no secret) that by using matrices Amxn, it was called public key, while descriptive process was secret called private key or secret key that used generalization Inverses matrix A- = (ATA)-1 AT where all operation were above Z29 (mod 29). Limited discussion on encrypts and descriptive process used generalization inverses matrix. For readers who want to examine further on design of authentic public key using generalization Inverses matrix, there is still open problem to develop. Implementation of key public authentic design used generalization Inverses matrix in computer science need to be conducted and developed, specially in data protection field in data communication system.

Item Type: Thesis (Other)
Subjects: L Education > L Education (General)
Divisions: Faculty of Teacher Training and Education > Department of Mathematics and Computing
Depositing User: Anggit Aldila
Date Deposited: 02 May 2012 03:29
Last Modified: 02 May 2012 03:29
URI: http://eprints.umm.ac.id/id/eprint/3787

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