groups and algebras. The book concludes with a chapter on conformal field theory and the importance of

ideas, the concept of dynamical groups, the integrable two-mode SU(2) system, the unintegrable three

large symmetry group G, such as regular graphs (Platonic solids), lattices, and symmetric Riemannian

. Coupling constants; 6. Relaxation times; References; Chapter 4. Permutation Symmetry in NMR Relaxation and

; CHAPTER 13. CRYSTAL SYMMETRY AND PHYSICAL PROPERTIES; CHAPTER 14. ROTATION GROUPS; CHAPTER 15. APPLICATION

. Resonances; IV. Summary; V. Recent Developments; Chapter 3. Crystal Symmetry, Group Theory, and Band

, the control of both arms in complex bimanual tasks, as wells as the symmetry of both arms in simple

Transformations of Coordinates:<$> Point Symmetry Operations and Their Groups. Characters of Group Representations

Symmetry Properties; 3.2 Point Groups; 3.3 Group Theory; 3.4 Group Theory Applied to Point Groups; 3.5

SYMMETRY; 2. ORTHOGONAL-PERMUTATION SYMMETRY GROUPS IN CLASSICAL CRYSTAL PHYSICS; 3. ANTISYMMETYU, COLOUR

-White Symmetry; 8. Application of Black-White Groups to Pole-Figure Symmetry; 9. Practical Symmetry of Pole

Crystalline Solids; 1.3 Typical Structures; Further Reading; Chapter 2. Lattice Geometry and Crystal Symmetry