In this paper we want to show a system to realize a cryptography code. This system must ensure a high level of security using Information Fusion (IF) technique. In particular, we have decided to merge two codes generated by an algorithm of Public-key Cryptography and by fractals relations respectively. This IF method has been presented with a different use. In fact, in the previous paper, was created an identification access key but now we want to generate a very random Cryptography key to be used for encryption. The choice of using fractals to generate numbers to be fused with codes of Public-Key Cryptography, is due to the randomness of these structures. The idea is to use these features for cryptographic applications such as One-Time-Pad. The modified fusion technique is called F&NIF (Fractal & Numerical Information Fusion). [edited by Author]

Metodi innovativi di Information Fusion per la crittografia

Benedetto, Elmo
2014

Abstract

In this paper we want to show a system to realize a cryptography code. This system must ensure a high level of security using Information Fusion (IF) technique. In particular, we have decided to merge two codes generated by an algorithm of Public-key Cryptography and by fractals relations respectively. This IF method has been presented with a different use. In fact, in the previous paper, was created an identification access key but now we want to generate a very random Cryptography key to be used for encryption. The choice of using fractals to generate numbers to be fused with codes of Public-Key Cryptography, is due to the randomness of these structures. The idea is to use these features for cryptographic applications such as One-Time-Pad. The modified fusion technique is called F&NIF (Fractal & Numerical Information Fusion). [edited by Author]
14-mag-2014
Italiano
Crittografia
Frattali
Nappi, Michele
LONGOBARDI, Patrizia
IOVANE, Gerardo
Università degli Studi di Salerno
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.14242/311244
Il codice NBN di questa tesi è URN:NBN:IT:UNISA-311244