Constructions and Combinatorial Problems in Design of Experiments

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Wiley, Jan 1, 1971 - Analyse combinatoire - 386 pages
Complete sets of mutually orthogonal latin squares; Orthogonal arrays; Pairwise balandec designs and mutually orthogonal latin squares; General properties of incomplete block designs; Balanced incomplete block designs; Systems of distinct representatives and youden squares; Tactical configuration and doubly balanced designs; Partially balanced incomplet block designs; Graph theory and partial geometries; Duals of incomplete block designsMathematics for statisticians.

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Complete Sets of Mutually Orthogonal Latin Squares
of differences in the construction of orthogonal arrays 222 6 Orthogonal
Greatest lower bound on the number of mols of order s 100 43Ref

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About the author (1971)

Raghavarao is Professor and Chairperson of the Department of Statistics at Temple University in Philadelphia, Pennsylvania, where he has taught since 1974. Professor Raghavarao received the Ph.D. degree in statistics from Bombay University in India.

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