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PROJECT TITLE:

Truncated ternary multipliers - 2015

ABSTRACT:

Several times in the history of computing, balanced ternary range illustration and arithmetic, based mostly on the symmetric radix-3 digit collection -1, 0, +1, have been studied. Representative symmetry, favorable error features and rounding by truncation are among the established advantages of balanced ternary arithmetic. We have a tendency to display an additional gain in this study: that of lower-error truncated multiplication with the same relative price decrease as in truncated binary multipliers.


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