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Two- and three-dimensional patterns of the face: By Peter W. Hallinan, Gaile G. Gordon, A. L. Yuille. Peter Giblin and David Mumford. A.K. Peters, Natick, MA. (1999). 262 pages. $48.00 is a Engineering article available to read on EtoBox.

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Contents: Preface. I. Group labs. 1. Using symmetry to uncover a group. 2. Determining the symmetry group of a given figure. 3. Is this a group? 4. Let's get these orders straight. 5. Subversively grouping our elements. 6. Cycling through the groups. 7. Permutations. 8. Isomorphisms. 9. Automorphisms. 10. Direct products. 11. Cosets. 12. Normality and factor groups. 13. Group homomorphisms. 14. Rotational groups of regular polyhedra. II. Ring labs. 1. Introduction to rings and Ringoids. 2. Introduction to rings, Part 2. 3. An ideal part of rings. 4. What does Z[i]/(a + bi) look like? 5. Ring homomorphisms. 6. Polynomial rings. 7. Factoring and irreducibility.

Who reads Two- and three-dimensional patterns of the face: By Peter W. Hallinan, Gaile G. Gordon, A. L. Yuille. Peter Giblin and David Mumford. A.K. Peters, Natick, MA. (1999). 262 pages. $48.00?

Publisher

Elsevier Science; Elsevier ; Elsevier Ltd.; Elsevier BV (ISSN 0898-1221)

Published

1999

Language

EN

Field

Engineering (Physical Sciences)