Any application of AdS/CFT to nucleon structure?

In summary, there have been many papers on baryons in AdS/CFT, with a specific research program by Stanley Brodsky. The "planar limit" of gauge theory is a key aspect of this approach. However, a proper assessment of the progress and potential of AdS/CFT in understanding hadronic physics requires expertise in the field. Some potential avenues for further research include the Sakai-Sugimoto models of holographic QCD.
  • #1
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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  • #2
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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  • #3
Sakai-Sugimoto models of holographic QCD, for example.
 

Related to Any application of AdS/CFT to nucleon structure?

1) What is AdS/CFT and how is it related to nucleon structure?

AdS/CFT (Anti-de Sitter/Conformal Field Theory) is a theoretical framework in theoretical physics that relates two seemingly different theories: a quantum field theory in a higher dimensional spacetime (AdS) and a conformal field theory on the boundary of that spacetime. It has been used to study the structure of nucleons, which are particles found in the nucleus of an atom.

2) How does AdS/CFT provide insight into nucleon structure?

AdS/CFT provides a theoretical tool for studying the strong interactions of quarks and gluons, which are the fundamental particles that make up nucleons. By using this framework, scientists can make predictions about the behavior of nucleons at high energies and better understand their structure.

3) What have been some major developments in applying AdS/CFT to nucleon structure?

One major development is the discovery of a duality between a certain type of string theory in AdS space and a gauge theory on the boundary. This has allowed for more precise calculations and predictions about nucleon structure. Additionally, the use of AdS/CFT has led to a better understanding of the role of gluons in nucleon structure.

4) What are some limitations of using AdS/CFT for studying nucleon structure?

One major limitation is that AdS/CFT is a theoretical framework and has not yet been directly tested experimentally. This means that its predictions about nucleon structure may not be fully accurate. Additionally, the calculations involved in applying AdS/CFT to nucleon structure can be complex and difficult to interpret.

5) What are some potential future applications of AdS/CFT to nucleon structure?

There are many potential future applications of AdS/CFT to nucleon structure, including studying the behavior of quarks and gluons at even higher energies, investigating the properties of exotic particles that may be formed in high-energy collisions, and gaining a deeper understanding of the quantum nature of space and time.

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