An Iterative Logarithmic Multiplier with Improved Precision
Syed Ershad Ahmed, Sanket Kadam, M. Srinivas · 2016
Recent studies have demonstrated the potential for achieving higher area and power saving with approximate computation in error tolerant applications involving signal and image processing. Multiplication is a major mathematical operation in these applications which when performed in logarithmic number system results in faster and energy efficient design. In this paper, the authors present a method which combines the Mitchell's approximation and hardware truncation scheme in a novel way resulting in an iterative multiplier with improved precision and area. Further, proposed truncation approach and fractional predictor significantly reduce the overall hardware requirement of the multiplier. Experimental results prove the superiority of the proposed multiplier over previous designs.