How Does Statistical Physics Influence Astrophysics and Cosmology?

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The discussion centers on a university student's project that explores statistical physics and its applications, specifically in relation to their interests in astrophysics and cosmology. The student seeks guidance on integrating these interests into their project. Suggestions include examining the analogy between general relativity and crumpled paper, which symbolizes the complexities of spacetime. The concept of crackling noise, relevant in various systems, is highlighted as a potential area of exploration, with references to literature on self-organized criticality in astrophysics. Additionally, connections to quantum gravity and string theory are mentioned, suggesting avenues for further research. The conversation emphasizes the importance of finding interdisciplinary links between statistical physics and astrophysical phenomena to enhance the project's relevance and interest.
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I am currently a 3rd year university student and the project i have been assigned is the the above title, and basically involves looking at statistal physics and its applications. My interests are all in astrophysics and cosmology i was wondering if there was any place for my interests in this project if anyone could point me in the right direction it would be much appreciated. I understand the place of statistical physics in quantum mechanics i just need some pointing in the right direction so i can make this project more interesting for me
 
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General relativity is similar to crumpled paper, as in it is crumpled spacetime, so you could look at that, I suppose. If not, there's http://www.wired.com/wiredscience/2011/08/crumpled-paper-physics/"
 
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The only thing GR has to do with crumpled paper is that when you start on a GR problem, by the time you finish you usually end up surrounded by piles of crumpled paper.
 
You could discuss crackling noise, I guess: http://www.nature.com/nature/journal/v410/n6825/full/410242a0.html

That paper is a review article of systems which exhibit crackling noise. It mentions crumbling paper as an example, but doesn't really talk much about paper itself. However, crackling noise occurs in lots of systems (as the paper above explains), so you might be able to find some example of it in an astrophysical system, or something related. Another name crackling noise goes by is "avalanches". A quick search turned up the book Self-organized criticality in astrophysics: The statistics of nonlinear processes in the universe. You might be able to make a connection there.
 
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I'm not aware of the connection to statistical physics, but you may find interesting the application of the Brouwer fixed point theorem to crumpled paper:
http://www.math.hmc.edu/funfacts/ffiles/20002.7.shtml
 

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