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There is a recent textbook which gives a fairly complete and concise presentation of group theory, covering both structure and representations of both finite and continuous (Lie) groups, with a brief discussion on applications to music (finite groups) and elementary particles (Lie groups). The target level is advanced undergraduate and beginning graduate. It ...
A definitive volume, one that I learned from during graduate school, is Kerson Huang's (of MIT, emeritus of the Physics Dept.) Statistical Mechanics. The book covers both classical and quantum computations of the partition function and observables from it, as well as thermodynamics, kinetic theory, transport, superfluids, critical phenomena, and the Ising ...
I suggest you: Statistical Mechanics: Theory and Molecular Simulation Mark E. Tuckerman There are all the necessary prerequisites and the discussion about Ising model and critical points. I don't know if there's online.
First of all, there are journals publishing a lot of review papers : Physics Reports, Reviews of Modern Physics, Living Reviews in Relativity, etc., so you may search on their web sites. As for a database, the only one that comes to mind so far is the Net Advance of Physics.
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