References for Nonlinear Sigma Model.

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SUMMARY

This discussion focuses on references for learning linear and nonlinear sigma models in particle physics. Key recommendations include the book Gauge Theory of Elementary Particle Physics by Cheng and Li, which covers Chiral Symmetry and introduces the linear sigma model. Additionally, the supplementary book Problems and Solutions provides insights into both models. The lecture notes available at this link, particularly chapter 2, are also suggested. Lastly, Dynamics of the Standard Model by Donohue, Golowich, and Holstein is highlighted as a comprehensive resource.

PREREQUISITES
  • Understanding of Chiral Symmetry in particle physics
  • Familiarity with linear sigma models
  • Knowledge of nonlinear sigma models
  • Basic grasp of gauge theory concepts
NEXT STEPS
  • Read Gauge Theory of Elementary Particle Physics by Cheng and Li
  • Explore Dynamics of the Standard Model by Donohue, Golowich, and Holstein
  • Review chapter 2 of the lecture notes available at this link
  • Investigate additional review articles on nonlinear sigma models
USEFUL FOR

Particle physicists, graduate students in theoretical physics, and researchers interested in the applications of sigma models in particle physics will benefit from this discussion.

arroy_0205
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Can anybody please suggest some references (preferably review articles or lecture notes etc, freely available online) for learning linear and nonlinear sigma models and their applications in particle physics?
 
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A way to start can be the book Gauge Theory of Elementary Particle Physics by Cheng and Li. It has a nice chapter about Chiral Symmetry which introduces the linear Sigma model, than there is a supplementary book to it (Problems and Solutions) which has a few things about both the linear and nonlinear Sigma model.
 

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