Class of majority decodable real-number codes.
Journal
IEEE Trans. Communications
Journal Volume
44
Journal Issue
3
Pages
281-283
Date Issued
1996
Author(s)
Shiu, Jiun
Abstract
A majority decoding algorithm for a class of real-number codes is presented. Majority decoding has been a relatively simple and fast decoding technique for codes over finite fields. When applied to decode real-number codes, the robustness of the majority decoding to the presence of background noise, which is usually an annoying problem for existing decoding algorithms for real-number codes, is its most prominent property. The presented class of real-number codes has generator matrices similar to those of the binary Reed-Muller codes and is decoded by similar majority logic.
Type
journal article