Event Details
Classification of Cyclic Codes over GF(11) and GF(13) up to Length 20
Presenter: Jie He
Supervisor: Dr. Aaron Gulliver
Date: Tue, April 16, 2013
Time: 10:00:00 - 00:00:00
Place: EOW 430
ABSTRACT
ABSTRACT:
Error correcting codes (also called channel codes) are an important part of modern digital communication systems. They are used to format data for transmission through noisy, error-prone channels.
Cyclic codes are an important and practical class of error correcting codes. The structure of these codes allows for high-speed error detection and correction. With the development of modern communication systems, more varied and powerful codes are required. Previous studies have considered linear codes over the finite fields GF(2) to GF(9) with lengths up to n=256. This project investigates cyclic codes over GF(11) and GF(13), which extends the known results on cyclic codes over finite fields.