Low-error Fixed-Width Booth Multiplier using Approximation of Carry Function

This paper introduces an innovative solution for increasing precision of fixed-width radix-4 Booth multipliers through variable error compensation functions that leverage Approximation of Carry Function (ACF). Error compensation mechanisms typically comprise two carries-ideal and base carry function...

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প্রধান লেখক: Ganjikunta Ganesh Kumar, Sibghatullah Inyatullah Khan, G Prasad Acharya, Shravan Kumar S M
বিন্যাস: প্রবন্ধ
ভাষা:English
প্রকাশিত: Tamkang University Press 2025-03-01
মালা:Journal of Applied Science and Engineering
বিষয়গুলি:
অনলাইন ব্যবহার করুন:http://jase.tku.edu.tw/articles/jase-202510-28-10-0008
বিবরন
সংক্ষিপ্ত:This paper introduces an innovative solution for increasing precision of fixed-width radix-4 Booth multipliers through variable error compensation functions that leverage Approximation of Carry Function (ACF). Error compensation mechanisms typically comprise two carries-ideal and base carry functions–strategically chosen to minimize mean error. We present three distinct methods-ACF-1, ACF-2, and ACF-3—each employing fixed base values with varying column information (w) and bit lengths (N). Comparative analyses against recent studies demonstrate that our proposed fixed-width Booth multiplier using ACF-1 stands out in terms of accuracy and efficiency tradeoffs.
আইএসএসএন:2708-9967
2708-9975