Ucl Crypto Group Technical Report Series Reducing the Elliptic Curve Cryptosystem of Meyer-m Uller to the Cryptosystem of Rabin-williams Reducing the Elliptic Curve Cryptosystem of Meyer-m Uller to the Cryptosystem of Rabin-williams

Reducing the elliptic curve cryptosystem of Meyer-Müller to the cryptosystem of Rabin-Williams

At Eurocrypt ’96, Meyer and Müller presented a new Rabin-type cryptosystem based on elliptic curves. In this paper, we will show that this cryptosystem may be reduced to the cryptosystem of Rabin-Williams.

Reducing the Elliptic Curve Cryptosystem of Meyer-Müuller to the Cryptosystem of Rabin-Williams

At Eurocrypt ’96, Meyer and Müller presented a new Rabin-type cryptosystem based on elliptic curves. In this paper, we will show that this cryptosystem may be reduced to the cryptosystem of Rabin-Williams.

A NEW PROTOCOL MODEL FOR VERIFICATION OF PAYMENT ORDER INFORMATION INTEGRITY IN ONLINE E-PAYMENT SYSTEM USING ELLIPTIC CURVE DIFFIE-HELLMAN KEY AGREEMENT PROTOCOL

Two parties that conduct a business transaction through the internet do not see each other personally nor do they exchange any document neither any money hand-to-hand currency. Electronic payment is a way by which the two parties transfer the money through the internet. Therefore integrity of payment and order information of online purchase is an important concern. With online purchase the cust...

Differential Fault Attacks on Elliptic Curve Cryptosystems

In this paper we extend the ideas for differential fault attacks on the RSA cryptosystem (see [4]) to schemes using elliptic curves. We present three different types of attacks that can be used to derive information about the secret key if bit errors can be inserted into the elliptic curve computations in a tamper-proof device. The effectiveness of the attacks was proven in a software simulatio...

Note on the Preliminary Version of the Meyer - M uller ' s Cryptosystem