jspi excess 32 paper

Corrections and supplements to the excess 32 paper

Concerning the paper The excess problem and some excess inequivalent matrices of order 32, by W. H. Holzmann, H. Kharaghani, M. T. Lavassani, J. Statist. Plann. Inference, 72, (1998), 381 - 391. The matrices given for Class I (page 384) and Class III (page 386) are not the maximum excess matrices. For completeness, we give maximum excess matrices for Classes I - V as they should have been presented:

Class I (page 384)
Class II (page 385)
Class III (page 386) or Class III (page 386) using Goethals-Seidel matrices (see page 383)
Class IV (page 387)
Class V (page 391)

Last update: 2003 July 12