Add to ORKGCryptographic applications in embedded systems for smart-cards require low-latency, low-complexity and low power dedicated hardvare. In this work the GBB algorithm for finite field multiplication is optimised by recoding and the related digit-serial VLSI multiplier architecture is designed and evaluated [6]. 1
Bit-serial multipliers have a variety of applications, from the implementation of neural networks to...
As internet connectivity becomes more and more ubiquitous and the number of embedded devices that ar...
National audienceIn this work, we present a new arithmetic unit for the multiplication in prime fini...
Cryptographic applications in embedded systems for smart-cards require low-latency, low-complexity a...
Multiplication in finite fields (Galois fields) is a basic operation for cryptography applications. ...
With the rapid development of economic and technical progress, designers and users of various kinds ...
Finite field multiplier is mainly used in error-correcting codes and signal processing. Finite field...
We present an architecture for digit-serial multiplication in finite fields GF(2^m) with application...
The rapid evolution of Internet of Things (IoT) applications, such as e-health and the smart ecosyst...
Abstract. T his paper presents two low-energy, highly regular, VLSI architectures performing a large...
144 p.The security strength of Public Key Cryptosystems (PKCs) is attributed to the complex computat...
For many applications from the areas of cryptography and coding, finite field multiplication is the ...
Two digit-level finite field multipliers in F2m using redundant representation are presented. Embedd...
Abstract—For cryptographic applications, such as elliptic curve digital signature algorithm (ECDSA) ...
Bit-serial multipliers have a variety of applications, from the implementation of neural networks to...
As internet connectivity becomes more and more ubiquitous and the number of embedded devices that ar...
National audienceIn this work, we present a new arithmetic unit for the multiplication in prime fini...
Cryptographic applications in embedded systems for smart-cards require low-latency, low-complexity a...
Multiplication in finite fields (Galois fields) is a basic operation for cryptography applications. ...
With the rapid development of economic and technical progress, designers and users of various kinds ...
Finite field multiplier is mainly used in error-correcting codes and signal processing. Finite field...
We present an architecture for digit-serial multiplication in finite fields GF(2^m) with application...
The rapid evolution of Internet of Things (IoT) applications, such as e-health and the smart ecosyst...
Abstract. T his paper presents two low-energy, highly regular, VLSI architectures performing a large...
144 p.The security strength of Public Key Cryptosystems (PKCs) is attributed to the complex computat...
For many applications from the areas of cryptography and coding, finite field multiplication is the ...
Two digit-level finite field multipliers in F2m using redundant representation are presented. Embedd...
Abstract—For cryptographic applications, such as elliptic curve digital signature algorithm (ECDSA) ...
Bit-serial multipliers have a variety of applications, from the implementation of neural networks to...
As internet connectivity becomes more and more ubiquitous and the number of embedded devices that ar...
National audienceIn this work, we present a new arithmetic unit for the multiplication in prime fini...