Encryption and decryption in RSA are done by modular exponentiation which is achieved by repeated modular multiplication. Hence, efficiency of modular multiplication directly determines the efficiency of RSA cryptosystem. This paper designs a Modified Montgomery Modular multiplication in which addition of operands is computed by 4:2 compressor. The basic logic operations in addition are partitioned over two iterations such that parallel computations are performed. This reduces the critical path delay of proposed Montgomery design. The proposed design and RSA are implemented on Virtex 2 and Virtex 5 FPGAs. The two factors partitioning and parallelism have improved the frequency and throughput of proposed design
In this paper, the hardware implementation of the RSA public-key cryptographic algorithm is presente...
[[abstract]]© 1999 Institute of Electrical and Electronics Engineers - This paper presents a new bit...
Public-key cryptographic algorithms such as RSA algorithm require modular multiplications of very la...
Encryption and decryption in RSA are done by modular exponentiation which is achieved by repeated mo...
Abstract:- Montgomery modular multiplication is one of the most important and frequently used techni...
Among data encryption technologies, RSA (Rivest, Shamir and Adleman) is the most secure and mature ...
Data security is the major point of concern in today’s internet communication system for which crypt...
Abstract – Modular multiplication is a key operation in public key cryptosystems like RSA. Among mod...
International audienceThe main operation in RSA encryption/decryption is the modular exponentiation,...
Montgomery multiplication algorithm is optimized for large-bit modular multiplication and VLSI imple...
Modular exponentiation is the basis needed to perform RSA encryption and decryption. Execution of 40...
The main contribution of this paper is to present an efficient hardware algorithm for RSA encryption...
RSA algorithm is a cryptographic algorithm that requires repeated modular multiplications of very la...
[[abstract]]We revise Montgomery's algorithm such that modular multiplication can be executed two ti...
[[abstract]]© 1999 Institute of Electrical and Electronics Engineers - We revise Montgomery's a...
In this paper, the hardware implementation of the RSA public-key cryptographic algorithm is presente...
[[abstract]]© 1999 Institute of Electrical and Electronics Engineers - This paper presents a new bit...
Public-key cryptographic algorithms such as RSA algorithm require modular multiplications of very la...
Encryption and decryption in RSA are done by modular exponentiation which is achieved by repeated mo...
Abstract:- Montgomery modular multiplication is one of the most important and frequently used techni...
Among data encryption technologies, RSA (Rivest, Shamir and Adleman) is the most secure and mature ...
Data security is the major point of concern in today’s internet communication system for which crypt...
Abstract – Modular multiplication is a key operation in public key cryptosystems like RSA. Among mod...
International audienceThe main operation in RSA encryption/decryption is the modular exponentiation,...
Montgomery multiplication algorithm is optimized for large-bit modular multiplication and VLSI imple...
Modular exponentiation is the basis needed to perform RSA encryption and decryption. Execution of 40...
The main contribution of this paper is to present an efficient hardware algorithm for RSA encryption...
RSA algorithm is a cryptographic algorithm that requires repeated modular multiplications of very la...
[[abstract]]We revise Montgomery's algorithm such that modular multiplication can be executed two ti...
[[abstract]]© 1999 Institute of Electrical and Electronics Engineers - We revise Montgomery's a...
In this paper, the hardware implementation of the RSA public-key cryptographic algorithm is presente...
[[abstract]]© 1999 Institute of Electrical and Electronics Engineers - This paper presents a new bit...
Public-key cryptographic algorithms such as RSA algorithm require modular multiplications of very la...