The Net Advance of Physics:
RANDOM MATRICES

• General: Tracy and Widom 92/10; Guhr et al. 97/07; Tracy and Widom 98/04; Snaith et al. 2003/03; Efetov 2005/02;
  • Lecture Notes on Random Matrix Theory by Vladislav Kargin and Elena Yudovina [2013/05]

• Type: CHIRAL: Verbaarschot 98/07;
• Type: CHIRAL: Re: QCD AT NONZERO CHEMICAL POTENTIAL: Verbaarschot 98/07;

• Type: EUCLIDEAN:
  • Euclidean random matrices and their applications in physics by A. Goetschy and S. E. Skipetrov [2013/03]

• Type: NEAR-HERMITIAN: Fyodorov and Sommers 2002/07;
• Type: NEAR-UNITARY: Fyodorov and Sommers 2002/07;
• Aspects: DISTRIBUTION FUNCTIONS FOR LARGEST EIGENVALUES: Tracy and Widom 2002/10;
• Aspects: EMBEDDED ENSEMBLES: Benet and Weidenmueller 2002/07;
• Aspects: UNIVERSALITY PROBLEM: Kanzieper and Freilikher 98/09;
• Re: CALOGERO-SUTHERLAND MODELS: Guhr et al. 97/07;

• Re: CHAOS: Guhr et al. 97/07;
  • Resonance Scattering of Waves in Chaotic Systems by Y. V. Fyodorov and D. V. Savin [2010/03]

• Re: CHIRAL SYMMETRY: Guhr et al. 97/07; Verbaarschot and Wettig 2000/03;
• Re: CONFORMAL FIELD THEORY: Kostov 99/07;

• Re: ECONOMICS:
  • Financial Applications of Random Matrix Theory: a short review by Jean-Philippe Bouchaud and M. Potters [2009/10]

• Re: GROWTH MODELS:
  • Random Growth Models by Patrik L. Ferrari and Herbert Spohn [2010/03]

• Re: LOCALIZATION: Guhr et al. 97/07;
  • Applications of random matrix theory to condensed matter and optical physics by C. W. J. Beenakker [2009/04]

• Re: MANY-BODY PROBLEM: Guhr et al. 97/07;
• Re: PHASE TRANSITIONS: Cicuta 2000/12;

• Re: QUANTUM DOTS: Alhassid 2001/02;
  • Applications of random matrix theory to condensed matter and optical physics by C. W. J. Beenakker [2009/04]

• Re: QUANTUM ELECTRONICS:
  • Applications of random matrix theory to condensed matter and optical physics by C. W. J. Beenakker [2009/04]

• Re: QUANTUM GRAVITY: 2D: Guhr et al. 97/07;

• Re: QUANTUM OPTICS:
  • Applications of random matrix theory to condensed matter and optical physics by C. W. J. Beenakker [2009/04]

• Re: QUANTUM WIRES:
  • Applications of random matrix theory to condensed matter and optical physics by C. W. J. Beenakker [2009/04]

• Re: RESONANCE SCATTERING:
  • Resonance Scattering of Waves in Chaotic Systems by Y. V. Fyodorov and D. V. Savin [2010/03]

• Re: SUPERSYMMETRY: Zuk 94/12; Efetov 2005/02;
  • Supersymmetry in Random Matrix Theory by Thomas Guhr [2010/05]

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THE NET ADVANCE OF PHYSICS