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In this paper, the authors are remodeling of modified Booth's algorithm, where shift three at a time. The result shows that classical concept of single shift multiplication algorithms are to be revised with a multiple number of shifts. The observation is that in general the complexity is N/3, which is astonishingly harmonic to the number of bit shift operation. Clearly three shift reduces complexity to reciprocal of three. The matter is that behavior needs a generalized revision of the Booth's multiplicative algorithm.
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