Modular multiplication plays a vital role in RSA Cryptography and Elliptical Curve Cryptography. We have implemented a 256-bit Modular multiplier using Montgomery Reduction Algorithm in VHDL. The output of the Montgomery multiplier is Z = X*Y R -1 mod M. Our main aim is to calculate the area required for the modular multiplier using Montgomery reduction algorithm. It is a full-featured circuit including Carry save Adders, shift registers, multiplexers, parallel registers component and are too big to fit into a single Altera Stratix Device on the Field Programmable platform, so that we are unable to test them in real hardware. However, each sub-component was simulated in Model-Sim SE 6.0 and Altera Quartus II 8.0 and proved functionally correct. © 2013 Springer Science+Business Media New York.
CITATION STYLE
Kakde, S., Zode, P., & Zode, P. (2013). Design of optimized modular multiplier using montgomery algorithm for RSA cryptosystem. In Lecture Notes in Electrical Engineering (Vol. 150 LNEE, pp. 361–366). https://doi.org/10.1007/978-1-4614-3363-7_40
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