The problem of arithmetic operations performance in number fields is actively researched by many scientists, as evidenced by significant publications in this field. In this work, we offer some techniques to increase performance of software implementation of finite field multiplication algorithm, for both 32-bit and 64-bit platforms. The developed technique, called “delayed carry mechanism,” allows to preventing necessity to consider a significant bit carry at each iteration of the sum accumulation loop. This mechanism enables reducing the total number of additions and applies the modern parallelization technologies effectively
Cryptographic applications in embedded systems for smart-cards require low-latency, low-complexity a...
Graduation date: 1999Today's computer and network communication systems rely on authenticated and\ud...
The basic arithmetic operations (i.e. addition, multiplication, and inversion) in finite fields, GF ...
Authors have proposed the approach to increase performance of software implementation of finite fiel...
In this paper there are considered several approaches for the increasing performance of software imp...
The groundbreaking idea of public key cryptography and the rapid expansion of the internetin the 80s...
144 p.The security strength of Public Key Cryptosystems (PKCs) is attributed to the complex computat...
Increasing amounts of information that needs to be protecting put in claims specific requirements fo...
Cryptography is one of the most prominent application areas of the finite field arithmetic. Almost a...
Part 2: Security EngineeringInternational audienceEfficient algorithms for binary field operations a...
Finite field multiplication is one of the most useful arithmetic operations and has applications in ...
This work studies and compares different modular multiplication algorithms with emphases on the unde...
Cryptographic applications in embedded systems for smart-cards require low-latency, low-complexity a...
In this paper we present a hardware-software hybrid technique for modular multiplication over large ...
We present an architecture for digit-serial multiplication in finite fields GF(2^m) with application...
Cryptographic applications in embedded systems for smart-cards require low-latency, low-complexity a...
Graduation date: 1999Today's computer and network communication systems rely on authenticated and\ud...
The basic arithmetic operations (i.e. addition, multiplication, and inversion) in finite fields, GF ...
Authors have proposed the approach to increase performance of software implementation of finite fiel...
In this paper there are considered several approaches for the increasing performance of software imp...
The groundbreaking idea of public key cryptography and the rapid expansion of the internetin the 80s...
144 p.The security strength of Public Key Cryptosystems (PKCs) is attributed to the complex computat...
Increasing amounts of information that needs to be protecting put in claims specific requirements fo...
Cryptography is one of the most prominent application areas of the finite field arithmetic. Almost a...
Part 2: Security EngineeringInternational audienceEfficient algorithms for binary field operations a...
Finite field multiplication is one of the most useful arithmetic operations and has applications in ...
This work studies and compares different modular multiplication algorithms with emphases on the unde...
Cryptographic applications in embedded systems for smart-cards require low-latency, low-complexity a...
In this paper we present a hardware-software hybrid technique for modular multiplication over large ...
We present an architecture for digit-serial multiplication in finite fields GF(2^m) with application...
Cryptographic applications in embedded systems for smart-cards require low-latency, low-complexity a...
Graduation date: 1999Today's computer and network communication systems rely on authenticated and\ud...
The basic arithmetic operations (i.e. addition, multiplication, and inversion) in finite fields, GF ...