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Let N=pqN=pq be an RSA modulus and ee be a public exponent. Numerous attacks on RSA exploit the arithmetical properties of the key equation ed−k(p−1)(q−1)=1ed−k(p−1)(q...
This paper presents two new improved attacks on the KMOV cryptosystem. KMOV is an encryption algorithm based on elliptic curves over the ring ZNZN where N=pqN=pq is a product of two large primes of eq...
The strength of ECC lies in the hardness of elliptic curve discrete logarithm problem (ECDLP) and the hight level security with significantly smaller keys. Thus, using smaller key sizes is a gain in...
Recently, many researchers have proposed RFID authentication protocols. These protocols are mainly consists of two types: symmetric key based and asymmetric key based.
Recently, many researchers have proposed RFID authentication protocols. These protocols are mainly consists of two types: symmetric key based and asymmetric key based. The symmetric key based systems ...
Recently, many non-interactive deniable authentication (NIDA) protocols have been proposed. They are mainly composed of two types, signature-based and shared-secrecy based. After reviewing these schem...
Recently, Yoon et al. and Wu proposed two improved remote mutual authentication and key agreement scheme for mobile devices on elliptic curve cryptosystem. In this paper, we show that Yoon et al.’s ...
Most recently, Yang et al proposed an ID-based remote mutual authentication with key agreement scheme for mobile devices on elliptic curve cryptosystem in journal of Computer and Security. In this p...
This paper presents implementation results of a reconfig- urable elliptic curve processor defined over prime fields GF(p). We use this processor to compare a new algorithm for point addition and poi...
We propose an elliptic curve scheme over the ring Zn2 , which is efficient and semantically secure in the standard model. There appears to be no previous elliptic curve cryptosystem based on factori...

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