Abstract
The Smith normal forms (SNF) of V-optimal designs of size < 100 are determined by a computer search. A theorem is given for the SNF of V-optimal designs of order 4t + 2 when 4t + 1 is square free, and bounds for the minimum number of 2's which can appear in the SNF are derived.
Publication Details
Koukouvinos C, Mitrouli M and Seberry J, On the Smith normal form of D-optimal designs, Linear Algebra and its Applications, 247 (1996) 277-295.