Symmetries in Quantum Mechanics: From Angular Momentum to Supersymmetry Book

	Preface
1	Introduction	1
2	Symmetry in Quantum Mechanics	16
3	Rotations in Three-Dimensional Space	53
4	Angular Momentum Operators and Eigenstates	72
5	Addition of Angular Momenta	121
6	Representations of the Rotation Group	170
7	The Jordan-Schwinger Construction and Representations	196
8	Irreducible Tensors and Tensor Operators	207
9	Peculiarities of Two-Dimensional Rotations: Anyons, Fractional Spin and Statistics	227
10	A Brief Glance at Relativistic Problems	239
11	Supersymmetry in Quantum Mechanics and Particle Physics	275
	Appendix A	287
	Appendix B	291
	Bibliography	293
	Index	297