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Proceedings of

International Conference on Advances in Computer, Electronics and Electrical Engineering CEEE 2013

"MATRIX FORMULATION OF NTRU ALGORITHM USING MULTIPLE PUBLIC KEYS FROM MATRIX DATA BANK FOR HIGH DEGREE POLYNOMIALS"

D. GOSH MOHAN RAO MAMDIKAR VINAY KUMAR
DOI
10.15224/978-981-07-6260-5-40
Pages
191 - 198
Authors
3
ISBN
978-981-07-6260-5

Abstract: “In many business sectors sending secure information over public channels has become a challenging task. Data encryption is not the most efficient method to counter attacks for adversaries. One form of encryption called the symmetric key encryption uses the same key for encryption at sender’s end and for decryption at the receiver’s end. World-wide encryption standards such as DES and AES are used in Government and public domains. However symmetric key encryptions are prone to attacks by intruders. Asymmetric key encryption has been proposed in the Jofferey et al. [4] wherein the key to be used to send a message to R is made public and R uses his own private key to decrypt the encrypted message. NTRU is one such Public key Cryptosystem (PKCS), which is based on polynomial Ring Theory. The security of NTRU depends on the lattices. Several studies have suggested that it is difficult to know whether a polynomial is invertible or not. Nayak et al.[2] introduced a new method as a matrix solu”

Keywords: NTRU, Private Key, Public Key, Encryption, Decryption, Modular Operation, matrix databank.

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