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In this paper, by employing the logical effort technique an efficient and high-speed VLSI implementation of the digit-serial Gaussian normal basis multiplier is presented. It is constructed by using A...
Hardware implementations of cryptographic algorithms are vulnerable to natural and malicious faults. Concurrent Error Detection (CED) can be used to detect these faults. We present NREPO, a CED which ...
In this paper we introduce a new transformation method and a multiplication algorithm for multiplying the elements of the field GF(2k ) expressed in a normal basis. The number of XOR gates for the ...
We introduce a matrix decomposition method and prove that multiplication in GF(2^k) with a Type 1 optimal normal basis for can be performed using k^2-1 XOR gates irrespective of the choice of the irre...
In this paper an efficient high-speed architecture of Gaussian normal basis multiplier over binary finite field GF(2m) is presented. The structure is constructed by using regular modules for computat...
Although identity based cryptography o ers a number of functional advantages over conventional public key methods, the computational costs are significantly greater. The dominant part of this cost i...
In this paper, two different normal basis multiplication algorithms for software implementation are proposed over GF(2n). The first algorithm is suitable for high complexity normal bases and the sec...
In this paper, we propose a new normal basis multiplication algorithm for GF(2n). This algorithm can be used to design not only fast software algorithms but also low complexity bit-parallel multipli...

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