Symmetries in Science VI: From the Rotation Group to Quantum Algebras Book

Deformable Media with Microstructure; T. Ackermann, E. Binz. From Q-Oscillators to Quantum Groups; M. Arik. An Analog of the Fourier Transformation for a Q-Harmonic Oscillator; R. Askey, et al. Geometry, Group Theory, and Partitions; H. Bacry. Origin of Spin; A.O. Barut. Massless Representations of the Poincaré Group and Conformal Invariance; A.M. Bincer. Q-Deformed Oscillators in Nuclear and Molecular Physics; D. Bonatsos, C. Daskaloyannis. Induced Representations and the Frobenius Theorum for Finite Quantum Groups; K. Bragiel. Non-Abelian Surprises for Gauge Fields Coupled to Gravity; O. Brodbeck, N. Straumann. Colored Supersymmetry of Mesons and Baryons Based on Octonian Algebras; S. Catto. Quantum Algebras and Lie Groups; E. Celeghini. Q-Fock Space Representations of the Q-Lorentz Algebra and Irreducible Tensors; M. Chaichian, et al. 51 additional articles.