Add to ORKG(eng) The RN-codings are particular cases of signed-digit representations, for which rounding to the nearest is always identical to truncation. In radix $2$, Booth recoding is an RN-coding. In this paper, we suggest several multiplication algorithms able to handle RN-codings, and we analyze their properties
AbstractA recursive formula for number conversion from one radix representation to another radix rep...
International audienceIn this paper, radix-2r arithmetic is explored to minimize the number of addit...
Abstract. A novel technique for computing a 2n-bit modular multipli-cation using n-bit arithmetic wa...
The RN-codings are particular cases of signed-digit representations, for which rounding to the neare...
The RN-codings are particular cases of signed-digit representations, for which rounding to the neare...
A property of the original Booth recoding is that the non-zero digit following --1 is necessarily --...
We define RN-codings as radix-# signed representations of numbers for which rounding to the nearest...
International audienceDuring any composite computation there is a constant need for rounding interme...
This paper presents a derivation of four radix-2 division algorithms by digit recurrence. Each divis...
(eng) Une propriété du recodage de Booth dans sa forme originale est que le premier chiffre non nul ...
Abs t rac t In this paper, we investigate residue number system (RNS) to deci-lnnl number system con...
The original publication is available at www.springerlink.comDigit recurrence operations mainly use ...
AbstractThis paper investigates an arithmetic based upon the representation of computable exact real...
Abstract-The Booth multiplication algorithm produces incorrect re-sults for some word sizes, when it...
Abstract—Traditionally higher radix values of the form β = 2r have been employed for recoding of mul...
AbstractA recursive formula for number conversion from one radix representation to another radix rep...
International audienceIn this paper, radix-2r arithmetic is explored to minimize the number of addit...
Abstract. A novel technique for computing a 2n-bit modular multipli-cation using n-bit arithmetic wa...
The RN-codings are particular cases of signed-digit representations, for which rounding to the neare...
The RN-codings are particular cases of signed-digit representations, for which rounding to the neare...
A property of the original Booth recoding is that the non-zero digit following --1 is necessarily --...
We define RN-codings as radix-# signed representations of numbers for which rounding to the nearest...
International audienceDuring any composite computation there is a constant need for rounding interme...
This paper presents a derivation of four radix-2 division algorithms by digit recurrence. Each divis...
(eng) Une propriété du recodage de Booth dans sa forme originale est que le premier chiffre non nul ...
Abs t rac t In this paper, we investigate residue number system (RNS) to deci-lnnl number system con...
The original publication is available at www.springerlink.comDigit recurrence operations mainly use ...
AbstractThis paper investigates an arithmetic based upon the representation of computable exact real...
Abstract-The Booth multiplication algorithm produces incorrect re-sults for some word sizes, when it...
Abstract—Traditionally higher radix values of the form β = 2r have been employed for recoding of mul...
AbstractA recursive formula for number conversion from one radix representation to another radix rep...
International audienceIn this paper, radix-2r arithmetic is explored to minimize the number of addit...
Abstract. A novel technique for computing a 2n-bit modular multipli-cation using n-bit arithmetic wa...