Applications of Random Matrices in Physics

1. RANDOM MATRICES AND NUMBER THEORY
J. P. Keating

2. 2D QUANTUM GRAVITY,MATRIX MODELS AND GRAPH COMBINATORICS
P. Di Francesco

3. EIGENVALUE DYNAMICS, FOLLYTONS AND LARGEN LIMITS OF MATRICES
Joakim Arnlind, Jens Hoppe

4. RANDOM MATRICES AND SUPERSYMMETRY IN DISORDERED SYSTEMS
K.B. Efetov

5. HYDRODYNAMICS OF CORRELATED SYSTEMS
Alexander G. Abanov

6. QCD, CHIRAL RANDOM MATRIX THEORYAND INTEGRABILITY
J.J.M. Verbaarschot

7. EUCLIDEAN RANDOMMATRICES:SOLVEDAND OPEN PROBLEMS
Giorgio Parisi

8. MATRIX MODELS AND GROWTH PROCESSES: FROM VISCOUS FLOWS TO THE QUANTUM HALL EFFECT
A. Zabrodin

9. MATRIX MODELS AND TOPOLOGICAL STRINGS
Marcos Mariño

10. MATRIX MODELS OF MODULI SPACE
Sunil Mukhi

11. MATRIX MODELS AND 2D STRING THEORY
Emil J. Martinec

12. MATRIX MODELS AS CONFORMALFIELD THEORIES
Ivan K. Kostov

13. LARGE N ASYMPTOTICS OF ORTHOGONAL POLYNOMIALS FROM INTEGRABILITY TO ALGEBRAIC GEOMETRY
B. Eynard

DRM-restrictions

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Nyckelord: SCIENCE / Physics SCI055000