Any application of AdS/CFT to nucleon structure?

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SUMMARY

AdS/CFT has been explored in relation to baryons, with significant contributions from Stanley Brodsky's AdS/QCD research program. The application of AdS/CFT to nucleon structure, particularly in understanding parton distribution functions and proton spin structure, is gaining traction, as evidenced by numerous papers in the field. Key literature includes Witten's foundational work on the planar limit of gauge theory and the Sakai-Sugimoto models of holographic QCD, which are essential for grasping the nuances of hadronic physics.

PREREQUISITES
  • Understanding of AdS/CFT correspondence
  • Familiarity with baryon structure and hadronic physics
  • Knowledge of parton distribution functions
  • Basic grasp of gauge theory and non-planar Feynman diagrams
NEXT STEPS
  • Read Stanley Brodsky's papers on AdS/QCD for insights into baryon applications
  • Study Witten's work on the planar limit of gauge theory for foundational concepts
  • Explore Sakai-Sugimoto models of holographic QCD for advanced understanding of hadronic physics
  • Investigate recent papers on parton distribution functions in the context of AdS/CFT
USEFUL FOR

Researchers in theoretical physics, particularly those focused on quantum chromodynamics (QCD), particle physicists studying nucleon structure, and graduate students seeking to understand the implications of AdS/CFT in hadronic physics.

petergreat
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AdS/CFT has primarily focused on quark-gluon plasma, but I notice some people are trying to apply the idea to bound states such as baryons. How much progress has been made in this field? Is it possible for AdS/CFT to shed light on problems such as parton distribution functions and proton spin structure?
 
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There are hundreds of papers on baryons in AdS/CFT but I don't know the literature. Stanley Brodsky has an AdS/QCD research program which he applies to baryons http://arxiv.org/abs/1103.1186" .

For the basics see Witten - http://arxiv.org/abs/hep-th/9805112" . This is the "planar limit" of gauge theory (in which non-planar Feynman diagrams are suppressed), which features repeatedly in AdS/CFT.

There was a paper http://arxiv.org/abs/1103.5688" , and they are quite different.

Here's Witten http://online.kitp.ucsb.edu/online/strings98/witten/" .

But for a proper answer to your question, you need someone who knows about the details of hadronic physics. Even if I searched the AdS/CFT literature, I wouldn't know which were the quality papers, because I don't know which of the many approximate models of hadronic physics are the good ones.
 
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Sakai-Sugimoto models of holographic QCD, for example.
 

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