email bitterliertrwthaachende Abstract All the commercially available logicsynthesis tools cur rently use only nonredundant binary and twos complement number representations for representing the results of arithmetic operators In this paper we analyze and compare silicon realestate and throughput of wordparallel arithmetic circuits add and shift type arithmetics based on various redundant number representations and compare these results with the automatically optimized twos complement implementations The literature on redundant number representations typically recommends radix arithmetics for fullcustom or a traditional semicustom design style We show that the radix implementation is often not optimal for a logicsynthesis based sem...
A simple redundant binary number representation suitable for digital-optical computers is presented....
Speeding up addition is the key to faster digital signal processing (DSP). This can be achieved by e...
In this paper, the design of various generators of floating point operators is discussed. These oper...
The continuing demand for technological advances while dealing with mutual constraining characterist...
In arithmetic circuits for digital signal processing, radixes other than two are often used to make ...
This paper presents a novel number system based on signed continuous valued digits. Arithmetic opera...
Redundant binary (RB) representation is one of the signed-digit number systems originally introduced...
This report presents an extension to Booth’s algorithm for binary multiplication. Most implementatio...
International audienceFor arithmetic circuits, Reduced-Precision Redundancy (RPR) is considered to b...
Residue number arithmetic is characterized by a non-weighted number system, where long integer numbe...
Despite the impressive progress of logic synthesis in the past decade, finding the best architecture...
Complex number arithmetic computation is a key arithmetic feature in modern digital communication, r...
Redundant binary (RB) representation is one of the signed-digit number systems originally introduced...
This paper aims to fill the gap between theoretical studies of redundant number representation deali...
Arithmetic Circuits for DSP Applications is a complete resource on arithmetic circuits for digital s...
A simple redundant binary number representation suitable for digital-optical computers is presented....
Speeding up addition is the key to faster digital signal processing (DSP). This can be achieved by e...
In this paper, the design of various generators of floating point operators is discussed. These oper...
The continuing demand for technological advances while dealing with mutual constraining characterist...
In arithmetic circuits for digital signal processing, radixes other than two are often used to make ...
This paper presents a novel number system based on signed continuous valued digits. Arithmetic opera...
Redundant binary (RB) representation is one of the signed-digit number systems originally introduced...
This report presents an extension to Booth’s algorithm for binary multiplication. Most implementatio...
International audienceFor arithmetic circuits, Reduced-Precision Redundancy (RPR) is considered to b...
Residue number arithmetic is characterized by a non-weighted number system, where long integer numbe...
Despite the impressive progress of logic synthesis in the past decade, finding the best architecture...
Complex number arithmetic computation is a key arithmetic feature in modern digital communication, r...
Redundant binary (RB) representation is one of the signed-digit number systems originally introduced...
This paper aims to fill the gap between theoretical studies of redundant number representation deali...
Arithmetic Circuits for DSP Applications is a complete resource on arithmetic circuits for digital s...
A simple redundant binary number representation suitable for digital-optical computers is presented....
Speeding up addition is the key to faster digital signal processing (DSP). This can be achieved by e...
In this paper, the design of various generators of floating point operators is discussed. These oper...