
Accession Number : ADA114576
Title : On Regular Generalized Line Graph Designs.
Descriptive Note : Technical summary rept.,
Corporate Author : WISCONSIN UNIVMADISON MATHEMATICS RESEARCH CENTER
Personal Author(s) : Cheng,ChingShui ; Constantine,Gregory M
PDF Url : ADA114576
Report Date : Feb 1982
Pagination or Media Count : 22
Abstract : A class of efficient designs called regular generalized line graph designs are introduced. This class of designs includes many wellknown optimum and efficient designs, e.g., balanced incomplete block designs, groupdivisible designs with lambda 2 equal lambda 1 + 1, groupdivisible designs with lambda 1 equal lambda 2 + 1 and group size two, triangular designs with lambda 2 equal lambda 1 + 1, L2 designs with lambda 2 equal lambda 1 + 1, etc. The optimality of regular generalized line graph designs is investigated. This uses graph theory as a tool and unifies much of the previous work in the area. (Author)
Descriptors : *Statistics, *Graphs, *Lines(Geometry), *Experimental design, Theory, Optimization, Standards, Asymmetry, Comparison, Models
Subject Categories : Statistics and Probability
Distribution Statement : APPROVED FOR PUBLIC RELEASE