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9789810246297

Quarks, Baryons and Chiral Symmetry

by ;
  • ISBN13:

    9789810246297

  • ISBN10:

    9810246293

  • Format: Hardcover
  • Copyright: 2001-10-01
  • Publisher: WORLD SCIENTIFIC PUB CO INC
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Summary

Describes baryon models constructed from quarks, mesons and chiral symmetry. Tools and ideas are explained in detail while solving actual problems.

Table of Contents

Preface vii
Ingredients of the Standard Model
1(10)
Strong Interaction - QCD
1(3)
Electroweak Theory
4(3)
CKM Mass Matrix
7(4)
Symmetries and Wave Functions
11(52)
Why is Symmetry Important?
12(3)
Symmetry Current
15(4)
SU(2)
19(5)
SU(3)
24(14)
Multi-Particle States
38(10)
Product-States
48(4)
Quark Model Wave Functions
52(11)
Chiral Symmetry
63(28)
Lorentz Group and Chiral Fermions
63(11)
Chiral Group
74(6)
Spontaneous Breaking of Chiral Symmetry
80(11)
The Sigma Model
91(26)
Linear Sigma Model
91(6)
Non-Linear Sigma Model
97(12)
Fermion Field
109(8)
Chiral Bag Model
117(52)
The MIT Bag Model
117(10)
The Little Bag Model
127(8)
The Skyrme Model
135(3)
The Chiral Bag Model
138(7)
Chiral Casimir Effects
145(14)
The Hedgehog Solution
159(10)
Nucleon Properties
169(74)
Semiclassical Method
170(8)
Isopin Rotation of the Hedgehog Solution
178(13)
Axial Properties
191(18)
Non-rigid Quantization of the Skyrmion
209(6)
Electromagnetic Properties
215(11)
Chiral Bag with Vector Mesons
226(17)
Large-Nc Baryons
243(42)
Introduction
244(1)
General Counting Rules
245(11)
Counting Rules for Solitons
256(5)
Large-Nc Algebra for Baryons
261(7)
Finite Nc
268(5)
Other Representation and gA
273(5)
Meson-Baryon System
278(7)
Excited Baryons
285(38)
Systematics in Baryon Masses
286(5)
Quarks in a Deformed Oscillator Potential
291(6)
Electromagnetic Transitions
297(26)
Appendix 323(33)
A Harmonic Oscillator Wave Function
323(5)
B Quantization of Collective Motion
328(5)
C Quantization of Hedgehog Rotation
333(6)
D Moment of Inertia
339(2)
E Quark Contributions to gA and gA(0) of Order Ω1
341(3)
F Magnetic Moment
344(5)
G Equations of Motions for Vector Mesons
349(7)
H Computation in the Spherical Basis
356

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