Montgomery multiplication algorithm is optimized for large-bit modular multiplication and VLSI implementation. It is combined with the R-L (Right to Left) binary method to achieve speed improvement. Special efforts are focused on the problems with long-bit modular arithmetic. A Carry-Save-Adder architecture, which is implemented by redesigned (4:2) compressors, is used in the multiplier to avoid the long carry propagation. A signal-backup strategy is used to resolve the problem of signal broadcasting. Using a multiplexer-based method, the datapath of the multiplier is reconfigurable to perform either one 1024-bit multiplication or two 512-bit multiplications in parallel. The Chinese Remainder Theorem (CRT) increases the decryption data rate...
[[abstract]]© 1999 Institute of Electrical and Electronics Engineers - We revise Montgomery's a...
[[abstract]]© 1999 Institute of Electrical and Electronics Engineers - This paper presents a new bit...
Abstract – Modular multiplication is a key operation in public key cryptosystems like RSA. Among mod...
The rapid advance in communication technology brings a request for cryptoprocessors of higher perfor...
Abstract:- Montgomery modular multiplication is one of the most important and frequently used techni...
Encryption and decryption in RSA are done by modular exponentiation which is achieved by repeated mo...
[[abstract]]We propose a high speed RSA crypto-processor based on an enhanced word-based Montgomery ...
In order to eliminate the effect of the factor R-1 and decrease the number of iteration of modular e...
Among data encryption technologies, RSA (Rivest, Shamir and Adleman) is the most secure and mature ...
Modular multiplication is the key operation in systems based on public key encryption, both for RSA ...
[[abstract]]We revise Montgomery's algorithm such that modular multiplication can be executed two ti...
Several algorithms for Public Key Cryptography (PKC), such as RSA, Die-Hellman, and Elliptic Curve C...
Abstract:A parallel architecture for efficient hardware implementation of Rivest Shamir Adleman (RSA...
Data security is the major point of concern in today’s internet communication system for which crypt...
This Ph.D. thesis treats the calculation of modular exponentials using very large operands. Through ...
[[abstract]]© 1999 Institute of Electrical and Electronics Engineers - We revise Montgomery's a...
[[abstract]]© 1999 Institute of Electrical and Electronics Engineers - This paper presents a new bit...
Abstract – Modular multiplication is a key operation in public key cryptosystems like RSA. Among mod...
The rapid advance in communication technology brings a request for cryptoprocessors of higher perfor...
Abstract:- Montgomery modular multiplication is one of the most important and frequently used techni...
Encryption and decryption in RSA are done by modular exponentiation which is achieved by repeated mo...
[[abstract]]We propose a high speed RSA crypto-processor based on an enhanced word-based Montgomery ...
In order to eliminate the effect of the factor R-1 and decrease the number of iteration of modular e...
Among data encryption technologies, RSA (Rivest, Shamir and Adleman) is the most secure and mature ...
Modular multiplication is the key operation in systems based on public key encryption, both for RSA ...
[[abstract]]We revise Montgomery's algorithm such that modular multiplication can be executed two ti...
Several algorithms for Public Key Cryptography (PKC), such as RSA, Die-Hellman, and Elliptic Curve C...
Abstract:A parallel architecture for efficient hardware implementation of Rivest Shamir Adleman (RSA...
Data security is the major point of concern in today’s internet communication system for which crypt...
This Ph.D. thesis treats the calculation of modular exponentials using very large operands. Through ...
[[abstract]]© 1999 Institute of Electrical and Electronics Engineers - We revise Montgomery's a...
[[abstract]]© 1999 Institute of Electrical and Electronics Engineers - This paper presents a new bit...
Abstract – Modular multiplication is a key operation in public key cryptosystems like RSA. Among mod...