1969IEEE Transactions on ComputersRequires access

Binary Multiplication with Overlapped Addition Cycles

Peter Fenwick

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Abstract

With a suitable adder organization it is possible to overlap the adder operation during a binary multiplication and significantly decrease the overall multiplication time. The method is explained and a prototype multiplier described. The new technique provides a very economical method of obtaining a reasonably fast multiplier.

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What this paper is about

With a suitable adder organization it is possible to overlap the adder operation during a binary multiplication and significantly decrease the overall multiplication time. The method is explained and a prototype multiplier described. The new technique provides a very economical method of obtaining a reasonably fast multiplier.

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Available abstract

With a suitable adder organization it is possible to overlap the adder operation during a binary multiplication and significantly decrease the overall multiplication time. The method is explained and a prototype multiplier described. The new technique provides a very economical method of obtaining a reasonably fast multiplier.

Key concepts: Adder, Multiplication (music), Multiplier (economics), Binary number, Arithmetic, Computer science, Carry-save adder, Multiplication algorithm

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