A New Table of Constant Weight Codes of Length Greater than 28

  • D. H. Smith
  • L. A. Hughes
  • S. Perkins
DOI: https://doi.org/10.37236/1162

Abstract

Existing tables of constant weight codes are mainly confined to codes of length $n\leq 28$. This paper presents tables of codes of lengths $29 \leq n \leq 63$. The motivation for creating these tables was their application to the generation of good sets of frequency hopping lists in radio networks. The complete generation of all relevant cases by a small number of algorithms is augmented in individual cases by miscellaneous constructions. These sometimes give a larger number of codewords than the algorithms.

Published
2006-05-12
How to Cite
Smith, D. H., Hughes, L. A., & Perkins, S. (2006). A New Table of Constant Weight Codes of Length Greater than 28. The Electronic Journal of Combinatorics, 13(1), #A2. https://doi.org/10.37236/1162
Issue
Volume 13 (2006)
Article Number
A2