The Net Advance of Physics:
SIGMA MODELS

SIGMA MODELS:

• General: de Boer and Halpern 98/02; Tanii 98/02;
  • Lecture Notes on Mathematical Methods of Classical Physics by Vicente Cortés and Alexander S. Haupt [2016/12] 105 pp.
  • Uses of sigma models by Ulf Lindström [2017/09]

• Type: INTEGRABLE:
  • Integrability in Sigma-Models by Konstantin Zarembo [2017/12]

• Type: LINEAR:
  • The Revival of (0,2) Linear Sigma Models by Jock McOrist [2010/10]

• Type: MEMBRANE:
  • Geometry of Membrane Sigma Models by Jan Vysoky [2015/12]

• Type: NONLINEAR:
  • Keldysh technique and nonlinear sigma-model: basic principles and applications by Alex Kamenev and Alex Levchenko [2009/01]
  • Nambu-Jona Lasinio and Nonlinear Sigma Models in Condensed Matter Systems by Ryosuke Yoshii and Muneto Nitta [2019/04]

• Type: NONLINEAR: Re: FINITE TEMPERATURES: Zinn-Justin 2000/05;

• Type: POISSON:
  • A Brief Introduction to Poisson Sigma-Models by Peter Schaller and Thomas Strobl [Lect. Notes Phys. 469., 321 (1996)]

• Type: SPIN TWO: de Boer and Halpern 98/02;

• Type: SUPERSYMMETRIC:
  • Supersymmetric Sigma Model geometry by Ulf Lindström [2012/07]
  • Uses of sigma models by Ulf Lindström [2017/09]

• Re: BRANES: Tanii 98/02;

• Re: COMPACTIFICATIONS: HETEROTIC: Blumenhagen 99/01;

• Re: DUALITY: Giveon and Rocek 94/06; Tanii 98/02;

• Re: HOT DENSE MATTER: Brown and Rho 95/04;

• Re: MIRROR SYMMETRY: Berglund and Katz 94/06;

• Re: NAMBU-JONA-LASINIO MODELS:
  • Nambu-Jona Lasinio and Nonlinear Sigma Models in Condensed Matter Systems by Ryosuke Yoshii and Muneto Nitta [2019/04]

• Re: QUANTUM DOTS: Alhassid 2001/02;

• Re: REFLEXIVE POLYHEDRA: Skarke 2000/02;

THE NET ADVANCE OF PHYSICS