Spherical codes and designs
- P. Delsarte, J. Goethals, J. Seidel
- Mathematics
- 1 September 1977
On Generalized Reed-Muller Codes and Their Relatives
- P. Delsarte, J. Goethals, F. MacWilliams
- Computer ScienceInformation and Control
- 1 July 1970
BOUNDS FOR SYSTEMS OF LINES, AND JACOBI POLYNOMIALS
- P. Delsarte, J. Goethals, J. Seidel
- Mathematics
- 1975
Alternating Bilinear Forms over GF(q)
- P. Delsarte, J. Goethals
- MathematicsJournal of combinatorial theory. Series A
- 1 July 1975
Strongly Regular Graphs Having Strongly Regular Subconstituents
- P. Cameron, J. Goethals, J. Seidel
- Mathematics
- 1 December 1978
THREE-WEIGHT CODES AND ASSOCIATION SCHEMES
- A. Calderbank, J. Goethals
- Computer Science
- 2014
The study of three-weight cyclic codes was motivated by the fact that these codes provide periodic sequences with good crosscorrelation properties, as it was shown by Sarwate and Pursley.
Line graphs, root systems, and elliptic geometry
- P. Cameron, J. Goethals, J. Seidel, E. Shult
- Mathematics
- 1 November 1976
Strongly Regular Graphs Derived from Combinatorial Designs
- J. Goethals, J. Seidel
- MathematicsCanadian Journal of Mathematics - Journal…
- 1 June 1970
Several concepts in discrete mathematics such as block designs, Latin squares, Hadamard matrices, tactical configurations, errorcorrecting codes, geometric configurations, finite groups, and graphs…
The Krein condition, spherical designs, Norton algebras and permutation groups
- P. Cameron, J. Goethals, J. Seidel
- Mathematics
- 1978
On a class of majority-logic decodable cyclic codes
- J. Goethals, P. Delsarte
- Computer ScienceIEEE Transactions on Information Theory
- 1 March 1968
A new infinite class of cyclic codes is studied, which are nearly as powerful as the Bose-Chaudhuri codes as random error-correcting codes.
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