2012, ISBN: 9788120346376

PHI Learning, 2012. First edition. Softcover. New. Designed primarily as a text for undergraduate and post-graduate students of statistics, the book introduces the readers to the fundam… Mehr…

PHI Learning, 2012. First edition. Softcover. New. Designed primarily as a text for undergraduate and post-graduate students of statistics, the book introduces the readers to the fundamentals of Galois field and finite geometry. It lays emphasis on different aspects of construction of Design and Experiments with Projective geometry and Euclidian geometry. The book deals with the construction of mutually orthogonal latin squares (MOLS) and Hyper Graeco-Latin square and discusses construction of incomplete block design such as balanced incomplete block design (BIBD), partially balanced incomplete block design (PBIBD), including Lattice designs and ?-Designs based on Galois field. Besides, the book focuses on cofounding in factorial experiments, and it also describes quadratic residue as well as orthogonal arrays through Galois field. A separate chapter on Analysis of block design is included which contains some of the concepts developed recently. Contents: Preface Chapter 1. ALGEBRA OF FINITE FIELD Chapter 2. FINITE GEOMETRIES Chapter 3. ORTHOGONAL LATIN SQUARES Chapter 4. BALANCED INCOMPLETE BLOCK DESIGN AND ITS PROPERTIES Chapter 5. PARTIALLY BALANCED INCOMPLETE BLOCK DESIGNS Chapter 6. FACTORIAL DESIGNS AND FRACTIONAL FACTORIAL DESIGNS Chapter 7. DIFFERENCE SET Chapter 8. ORTHOGONAL ARRAYS OF STRENGTH TWO AND THREE Chapter 9. ANALYSIS OF BLOCK DESIGNS References • Index Printed Pages: 152., PHI Learning, 2012<

ISBN: 9788120346376

PHI Learning Pvt. Ltd.. New. International Edition, PHI Learning Pvt. Ltd.

ISBN: 9788120346376

PHI Learning Pvt. Ltd.. New. International Edition, PHI Learning Pvt. Ltd.