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» Spectral Modular Exponentiation
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ITCC
2005
IEEE
14 years 1 months ago
Applications of The Montgomery Exponent
We define here the Montgomery Exponent of order s, modulo the odd integer N, by MEXP = MEXP(A, X, N, s) = AX 2−s(X−1) (mod N), and illustrate some properties and usage of thi...
Shay Gueron, Or Zuk
RECONFIG
2008
IEEE
268views VLSI» more  RECONFIG 2008»
14 years 2 months ago
Parametric, Secure and Compact Implementation of RSA on FPGA
1 We present a fast, efficient, and parameterized modular multiplier and a secure exponentiation circuit especially intended for FPGAs on the low end of the price range. The desig...
Ersin Oksuzoglu, Erkay Savas
FPL
2005
Springer
127views Hardware» more  FPL 2005»
14 years 1 months ago
Efficient Hardware Architectures for Modular Multiplication on FPGAs
The computational fundament of most public-key cryptosystems is the modular multiplication. Improving the efficiency of the modular multiplication is directly associated with the...
David Narh Amanor, Viktor Bunimov, Christof Paar, ...
JUCS
2010
124views more  JUCS 2010»
13 years 6 months ago
Performance Optimizations for DAA Signatures on Java enabled Platforms
: With the spreading of embedded and mobile devices, public-key cryptography has become an important feature for securing communication and protecting personal data. However, the c...
Kurt Dietrich, Franz Röck
AINA
2003
IEEE
14 years 1 months ago
Fast Algorithms for Common-Multiplicand Multiplication and Exponentiation by Performing Complements
The multiplications of common multiplicands and exponentiations of large integers with a large modulus are the primary computation operations in several well-known public key cryp...
Chin-Chen Chang, Ying-Tse Kuo, Chu-Hsing Lin