Fast convergence algorithm for LDPC Codes
Frank Kienle, Timo Lehnigk-Emden, Norbert Wehn · 2006
Low-density parity-check (LDPC) codes are one of the most powerful codes known today. They are decoded iteratively by a message passing algorithm. There exist many different update schemes of the exchanged messages. The major difference of all update schemes is the convergence speed, i.e. the achieved communications performance for a limited number of iterations. This paper presents a new decoding algorithm which efficiently utilizes the encoder property of linear encodable LDPC codes. The basic idea is to interpret the LDPC encoder as an encoder with puncturing unit which opens as well the door for hybrid ARQ schemes. The presented new decoding algorithm shows a faster convergence behavior than state of art decoding schemes and it results in a lower error floor