Journal Article10.1109/T-C.1974.223863
Comments on "A Two's Complement Parallel Array Multiplication Algorithm"
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TL;DR: This correspondence presents a simpler proof for Baugh and Wooley's two's complement parallel array multiplication algorithm, as demonstrated in a recent paper.
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Abstract: This correspondence presents a simpler proof for Baugh and Wooley's two's complement parallel array multiplication algorithm, as demonstrated in a recent paper.1 The above algorithm converts a two's complement multiplication to an equivalent parallel array addition problem in which all partial product bits are positive.
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Citations
Computer Arithmetic
TL;DR: This relationship between the technology in which digital logic is implemented to compute and the way the computation is structured is one of the guiding principles in development of the computer arithmetic.
434
High Speed Modified Booth Encoder Multiplier for Signed and Unsigned Numbers
Ravindra P Rajput,M.N. Shanmukha Swamy +1 more
- 28 Mar 2012
TL;DR: The design and implementation of signed-unsigned Modified Booth Encoding (SUMBE) multiplier is presented, which reduces hardware and the chip area reduces and this in turn reduces power dissipation and cost of a system.
54
Design and implementation of a 16 by 16 low-power two's complement multiplier
A. Goldovsky,B. Patel,M. Schulte,R. Kolagotla,H.R. Srinivas,G. Burns +5 more
- 28 May 2000
TL;DR: This paper describes the design and implementation of a high-speed low-power 16 by 16 two's complement parallel multiplier that uses optimized radix-4 Booth encoders to generate the partial products, and an array of strategically placed (3,2), (5,3), and (7,4) counters to reduce the partial Products to sum and carry vectors.
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Interger multiplication with overflow detection or saturation
M.J. Schulte,P.I. Balzola,A. Akkas,R.W. Brocato +3 more
- 11 Jan 2000
TL;DR: In this paper, the authors present efficient methods for performing unsigned or two's complement integer multiplication with overflow detection or saturation, which have significantly less area and delay than conventional methods for integer multiplication.
Comparing squaring and cubing units with multipliers
Aditya M. Deshpande,Jeffrey Draper +1 more
- 01 Aug 2012
TL;DR: This work proposes to use dedicated hardware accelerators like squaring and cubing units to perform squares and cubes to reduce power consumption per computation by more than 50% and more than 40% using dedicated units, respectively.
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