Resources
Random Matrix Theory References
Mehta's Book: The "Standard Reference" on RMT.
Mehta, M., Random Matrices, 2nd Ed.; Acad. Press: NY, 1991
The work of Wigner:
Wigner, E., Characteristic vectors of bordered matrices with infinite dimension, Part I, Ann. Math. 62, pp. 548-564 [1955]; Part II, ibid. 65, pp. 203-207 [1957].
Wigner, E., On the distribution of the roots of certain symmetric matrices with many dimensions, Ann. Math. 67, pp. 325-327 [1958].
The work of Ginibre (Upon which I have based my work.)
Ginibre, J., Statistical ensembles of complex, quaternion, and real matrices, J.Math. Phys. 6, pp. 440-449 [1964].
A summary article by Persi Diaconis
Diaconis, P., Patterns in Eigenvalues: The 70th Josiah Willard Gibbs Lecture, Bulletin of the AMS 40, pp. 155-178 [2003].
Dr. Forrester's Page: A new "standard" reference on RMT from the point of view of orthogonal polynomials.
Work by my advisor, Dr. Kiessling.
Kiessling, M.; Spohn, H., A note on the eigenvalue density of random matrices, Comm. Math. Phys. 199, 638-695 [1999].
Mathematical Statistical Physics References
Feynman's Stat. Phys. Book
Feynman, R.P., Statistical Mechanics: A Set of Lectures, Perseus Publishing; 2nd edition (January 1998).
R. A. Minlos' Lectures
Minlos, R.A., Introduction to Mathematical Statistical Physics, University Lecture Series, No 19,American Mathematical Society.
Work by my advisor, Dr. Kiessling.
Kiessling, M. K.-H., Statistical mechanics of classical particles with logarithmic interactions, Commun. Pure Appl. Math. 47, pp. 27-56 [1993].