String theory and Statistical Physics

In summary, the conversation discusses the overlap between physics and the concept of entropy in supersymmetric black holes. The question is raised whether statistical mechanics or statistical physics supports any aspect of string theory or vice versa. It is mentioned that string theory may reduce to the standard model through averaging, but there are limited sources on this topic. The request for papers linking string theory and statistical physics is made, particularly in relation to string/brane gases in the early universe. Several papers are provided as references to this topic. The conversation concludes with the statement that the connection between statistical physics and string theory may not be as deep as initially thought.
  • #1
M. next
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When do these two fields of physics overlap other than when we discuss entropy of supersymmetric black holes? Does statistical mechanics or statistical physics support any aspect in string theory or vice verse? I have read some place that the string theory reduces to the standard model by doing some averaging. I didn't find enough sources though on this very subject. Can you provide me with links to papers? If not on this very subject - then on any subject that relates string theory to statistical physics?

Thank you very much!
 
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  • #2
String/brane gases in the early universe is another example. String theory above the Hagedorn temperature presumably has some interesting properties.
 
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  • #3
Are there any papers on this? Published ones? Thank you very much!
 
  • #5
Thank you bapowell! Much appreciated!
 
  • #6
Actually the only triumph of string theory was to be able to calculate the entropy of a black hole by wrapping D-brains around the holes of Calabi-Yau in all possible ways and thus making some connection with Statistical physics, but I will not say that this corresponds to any deep connection between Statistical physics and String theory.
 

1. What is string theory?

String theory is a theoretical framework in physics that attempts to reconcile quantum mechanics and general relativity. It proposes that the fundamental building blocks of the universe are not particles, but tiny, vibrating strings.

2. How does string theory relate to statistical physics?

String theory has been used in statistical physics to study the behavior of large systems of particles, such as gases and liquids. It provides a mathematical framework for understanding the statistical properties of these systems, such as temperature and entropy.

3. What are the major challenges in string theory and statistical physics?

One of the biggest challenges in string theory is finding a way to test its predictions experimentally. In statistical physics, challenges include understanding the behavior of complex systems and accurately predicting their properties.

4. How has string theory advanced our understanding of the universe?

String theory has provided a potential framework for a unified theory of physics, which could explain the fundamental forces of nature and the behavior of particles at a fundamental level. It has also led to new insights and developments in other areas of physics, such as cosmology and condensed matter physics.

5. Are there any practical applications of string theory and statistical physics?

While string theory and statistical physics are primarily theoretical fields, they have led to practical applications in areas such as materials science, computer science, and information theory. They have also contributed to advancements in technology, such as the development of new materials and algorithms.

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