Does anyone know any books, websites, lecture notes etc on S-matrix?

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SUMMARY

This discussion focuses on resources for understanding the S-matrix, particularly its poles and their relation to bound states. Key recommendations include "S-matrix theory of strong interactions" by Geoffrey F. Chew, "The Analytic S Matrix: A Basis For Nuclear Democracy" by Geoffrey F. Chew, and "Dispersion relation dynamics: A phenomenological introduction to S-matrix theory" by Hugh Burkhardt. These texts provide foundational insights into S-matrix theory and its applications in strong interactions.

PREREQUISITES
  • Understanding of quantum field theory concepts
  • Familiarity with strong interaction physics
  • Basic knowledge of dispersion relations
  • Proficiency in mathematical techniques used in theoretical physics
NEXT STEPS
  • Research "S-matrix theory of strong interactions" by Geoffrey F. Chew
  • Study "The Analytic S Matrix: A Basis For Nuclear Democracy" by Geoffrey F. Chew
  • Explore "Dispersion relation dynamics: A phenomenological introduction to S-matrix theory" by Hugh Burkhardt
  • Investigate additional resources on Amazon.com related to S-matrix theory
USEFUL FOR

The discussion is beneficial for theoretical physicists, graduate students in particle physics, and researchers focusing on strong interactions and S-matrix applications.

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Does anyone know any books, websites, lecture notes etc that discuss on the poles of the S matrix being physically, the bound states?
 
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Your best bets are:

S-matrix theory of strong interactions;: A lecture note and reprint volume (Frontiers in physics; a lecture note and reprint series) by Geoffrey F Chew.

The Analytic S Matrix: A Basis For Nuclear Democracy by Geoffrey F. Chew (Unknown Binding - 1966)

Dispersion relation dynamics: A phenomenological introduction to S-matrix theory by Hugh Burkhardt

There are many others listed at Amazon.com, but these are the most direct.
 

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