Quarks, Baryons and Chiral SymmetryWorld Scientific, 2001 - 389 стор. Ch. 1. Ingredients of the standard model. 1.1. Strong interaction - QCD. 1.2. Electroweak theory. 1.3. CKM mass matrix -- ch. 2. Symmetries and wave functions. 2.1. Why is symmetry important? 2.2. Symmetry current. 2.3. SU(2). 2.4. SU(3). 2.5. Multi-particle states. 2.6. Product-states. 2.7. Quark model wave functions -- ch. 3. Chiral symmetry. 3.1. Lorentz group and chiral fermions. 3.2. Chiral group. 3.3. Spontaneous breaking of chiral symmetry -- ch. 4. The sigma model. 4.1. Linear sigma model. 4.2. Non-linear sigma model. 4.3. Fermion field -- ch. 5. Chiral bag model. 5.1. The MIT bag model. 5.2. The little bag model. 5.3. The Skyrme model. 5.4. The chiral bag model. 5.5. Chiral casimir effects. 5.6. The edgehog solution -- ch. 6. Nucleon properties. 6.1. Semiclassical method. 6.2. Isospin rotation of the hedgehog solution. 6.3. Axial properties. 6.4. Non-rigid quantization of the skyrmion. 6.5. Electromagnetic properties. 6.6. Chiral bag with vector mesons -- ch. 7. Large-Nc baryons. 7.1. Introduction. 7.2. General counting rules. 7.3. Counting rules for solitons. 7.4. Large-Nc algebra for baryons. 7.5. Finite Nc. 7.6. Other representations and gA -- ch. 8. Excited baryons. 8.1. Systematics in baryon masses. 8.2. Quarks in a deformed oscillator potential. 8.3. Electromagnetic transitions. |
Зміст
INGREDIENTS OF THE STANDARD MODEL | 1 |
5 | 41 |
CHIRAL SYMMETRY | 63 |
THE SIGMA MODEL | 110 |
I | 127 |
91 | 141 |
NUCLEON PROPERTIES | 169 |
145 | 210 |
215 | 231 |
LARGENC BARYONS | 243 |
EXCITED BARYONS | 285 |
Appendix | 308 |
C | 329 |
Ꭰ Moment of Inertia | 339 |
Інші видання - Показати все
Quarks, Baryons and Chiral Symmetry Atsushi Hosaka,Hiroshi Toki,H. Toki Обмежений попередній перегляд - 2001 |
Загальні терміни та фрази
a₁ amplitude angular momentum ansatz Atot axial flux axial-vector current baryon number boundary condition chiral angle chiral bag model chiral symmetry coefficients commutation relations component computed consider coupling constant defined derivative diagrams dimensional Dirac discussed divergent eigenstates eigenvalue equations of motion excited fermion finite flavor fundamental representation gluon hamiltonian hand side helicity Hosaka inertia interaction introduced invariant isoscalar isospin isovector charge lagrangian leading order Lett linear little bag model magnetic moment mass matrix elements mode sum moment of inertia N₂ non-linear sigma model Nucl nucleon operator orbital order ¹ parameter particle Phys physical pion field quantization quantum numbers quark model radial rotation shown in Fig sin2 sin² F Skyrme model skyrmion soliton spherical spin and isospin spinors tensor theory Toki transformation vacuum vector mesons wave functions zero
Посилання на книгу
Proceedings of the Workshop on Physics at the Japan Hadron Facility (JHF ... Vadim Guzey Обмежений попередній перегляд - 2002 |