textModular multiplication is a core operation in virtually all public-key cryptosystems in use today. In this research, parallel, high-speed designs for modular multiplication are presented. These high speed designs take advantage of the transistor bounty provided by Moore’s law and the continuously diminishing average cost of a transistor. In addition, advances in Computer-Aided Design (CAD) synthesis are leveraged to explore designs that are otherwise difficult to manually layout. Novel parallel algorithms and high-speed multipliers for prime and extension Galois fields are presented in this work. A tool is developed that automatically generates Hardware Description Language (HDL) code for the various designs. Simulation is used ...
A diverse variety of algorithms and architectures for modu lar multiplication have been published. T...
In this paper we present a hardware-software hybrid technique for modular multiplication over large ...
Graduation date: 2003Modular Multiplication is a time-consuming arithmetic operation because it\ud i...
textModular multiplication is a core operation in virtually all public-key cryptosystems in use tod...
Several algorithms for Public Key Cryptography (PKC), such as RSA, Die-Hellman, and Elliptic Curve C...
Modular multiplication is a fundamental and performance determining operation in various public-key ...
Several public-key cryptographic systems (Schneier, 1996) make heavy use of modular multiplication. ...
Several algorithms for Public Key Cryptography (PKC), such as RSA, Diffie-Hellman, and Elliptic Curv...
Two well-known cryptographic protocols, RSA and ECC, employ modular multiplication on large integers...
Modular multiplication is the basic operation in most public key cryptosystems, such as RSA, DSA, EC...
This paper presents a new modular multiplication algorithm that allows one to implement modular mult...
Public key cryptography applications involve use of large integer arithmetic operations which are co...
A design for an expandable modular multiplication hardware is proposed. This design allows for casca...
Abstract—Since redundant number systems allow for constant time addition, they are often at the hear...
Graduation date: 2004A main arithmetic operation for cryptographic systems is modular exponenti-\ud ...
A diverse variety of algorithms and architectures for modu lar multiplication have been published. T...
In this paper we present a hardware-software hybrid technique for modular multiplication over large ...
Graduation date: 2003Modular Multiplication is a time-consuming arithmetic operation because it\ud i...
textModular multiplication is a core operation in virtually all public-key cryptosystems in use tod...
Several algorithms for Public Key Cryptography (PKC), such as RSA, Die-Hellman, and Elliptic Curve C...
Modular multiplication is a fundamental and performance determining operation in various public-key ...
Several public-key cryptographic systems (Schneier, 1996) make heavy use of modular multiplication. ...
Several algorithms for Public Key Cryptography (PKC), such as RSA, Diffie-Hellman, and Elliptic Curv...
Two well-known cryptographic protocols, RSA and ECC, employ modular multiplication on large integers...
Modular multiplication is the basic operation in most public key cryptosystems, such as RSA, DSA, EC...
This paper presents a new modular multiplication algorithm that allows one to implement modular mult...
Public key cryptography applications involve use of large integer arithmetic operations which are co...
A design for an expandable modular multiplication hardware is proposed. This design allows for casca...
Abstract—Since redundant number systems allow for constant time addition, they are often at the hear...
Graduation date: 2004A main arithmetic operation for cryptographic systems is modular exponenti-\ud ...
A diverse variety of algorithms and architectures for modu lar multiplication have been published. T...
In this paper we present a hardware-software hybrid technique for modular multiplication over large ...
Graduation date: 2003Modular Multiplication is a time-consuming arithmetic operation because it\ud i...