Computer arithmetic operations based on the binary sign-digit (BSD) numbers and carry-save addition (CSA) representation systems provide them with high-speed computations due to carry-propagation free features. However, in the previous researches, these two representations are treated respectively. In this paper, the algorithms and implementation structures are proposed for the conversion between them, thus, the arithmetic developed for one representation can be easily adapted to the other. The conversion overheads in the area and speed are also studied
Carry-save multipliers require an adder at the last step to convert the carry-sum representation of ...
Although the speed advantage of using signed – digit number systems seemed to have been reduced sign...
Efficient implementation of regular parallel adders for binary signed digit number representations. ...
The carry-propagation-free addition which is independently of operand length is feasible only if the...
The continuing demand for technological advances while dealing with mutual constraining characterist...
Redundant number system was proposed in order to solve the carry-propagation problem. Although it pr...
This paper presents arithmetic implementations which use binary redundant numbers based on carry-sav...
Redundant number representations are generally used to allow constant time additions, based on the f...
Redundant binary (RB) representation is one of the signed-digit number systems originally introduced...
International audienceWe present a novel method for hardware design of combined binary/decimal multi...
It appears many real-time applications with conversion delay between binary and decimal algorithms i...
Applications of signed digit representations of an integer include computer arith-metic, cryptograph...
This paper presents a new scheme for BCD multiplication. This new scheme features a completely carry...
In this paper we present algorithms for a Boolean encoding of four basic arithmetic operations on in...
[[abstract]]We propose an asymmetric high-radix signed-digit (AHSD) number system for fast binary ad...
Carry-save multipliers require an adder at the last step to convert the carry-sum representation of ...
Although the speed advantage of using signed – digit number systems seemed to have been reduced sign...
Efficient implementation of regular parallel adders for binary signed digit number representations. ...
The carry-propagation-free addition which is independently of operand length is feasible only if the...
The continuing demand for technological advances while dealing with mutual constraining characterist...
Redundant number system was proposed in order to solve the carry-propagation problem. Although it pr...
This paper presents arithmetic implementations which use binary redundant numbers based on carry-sav...
Redundant number representations are generally used to allow constant time additions, based on the f...
Redundant binary (RB) representation is one of the signed-digit number systems originally introduced...
International audienceWe present a novel method for hardware design of combined binary/decimal multi...
It appears many real-time applications with conversion delay between binary and decimal algorithms i...
Applications of signed digit representations of an integer include computer arith-metic, cryptograph...
This paper presents a new scheme for BCD multiplication. This new scheme features a completely carry...
In this paper we present algorithms for a Boolean encoding of four basic arithmetic operations on in...
[[abstract]]We propose an asymmetric high-radix signed-digit (AHSD) number system for fast binary ad...
Carry-save multipliers require an adder at the last step to convert the carry-sum representation of ...
Although the speed advantage of using signed – digit number systems seemed to have been reduced sign...
Efficient implementation of regular parallel adders for binary signed digit number representations. ...