Géométries fluctuantes en mécanique statistique et en théorie des champs Fluctuating geometries in statistical mechanics and field theory

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Bibliographic Information

Géométries fluctuantes en mécanique statistique et en théorie des champs = Fluctuating geometries in statistical mechanics and field theory

édité par F. David, P. Ginsparg, et J. Zinn-Justin

Elsevier, 1996

Other Title

UJFG, NATO ASI, Les Houches, session LXII, 2 August-9 September, 1994

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Note

At head of title: UJFG, NATO ASI, Les Houches, session LXII, 2 August-9 September, 1994

Includes bibliographical references

Description and Table of Contents

Description

This session of the Les Houches Summer School was organized with two principal purposes. Firstly to introduce a common language and culture to a mixed audience, composed of field theorists, string theorists, condensed matter physicists and statistical mechanicians. Secondly, to expose young researchers to the recent advances in various areas of theoretical physics, where the concepts of extended objects, geometry and fluctuations are currently playing an important role. Courses included an introduction to the problem of random paths in disordered media; theoretical and numerical approaches to quantize geometries, from random paths to surfaces/strings to four-dimensional gravity; physics of amphiphilic membranes and the models of random surfaces used to describe them; defects in various physical systems; recent developments on the formulation of two dimensional gauge theories as string theories. Problems of condensed matter physics were surveyed and a seminar on the renormalization of interacting fermion models provided additional technical details. The course were followed by lectures covering conformal field theory and perturbative string theory and ended with the most pressing problems posed by our current lack of understanding of string theory.

Table of Contents

  • Courses - Lectures on directed paths in random media, M. Kardar
  • Quantization of geometry, J. Ambjorn
  • Amphiphilic membranes, L. Peliti
  • Defects in superfluids, supraconductors and membranes, D.R. Nelson
  • Lectures on 2D Yang-Mills theory, equivariant cohomology and topological field theories, S. Cordes et al
  • What is string theory? J. Polchinski
  • Les Houches lectures on black holes, A. Strominger
  • Exact resummations in the theory of hydrodynamic turbulence, V. L'vov, I Procaccia
  • Random systems and replica field theory, M. Mezard
  • Scaling and selection in cellular structures and living polymers, D. Mukamel
  • Part 1 Quantum theory of large systems on Ion-relativistic matter, J. Frohlich, U.M. Studr, E. Tiran. Part 2 Renormalization group methods - Landau-fermi liquid and BCS superconductors, T. Chen, F. Froh, M. Seifert. Seminars - Black hole evaporation and complementarity, E. Verlinde
  • 2D Principal chiral field at large N as a possible solvable 2d string theory, V.A. Kazakov
  • Some simple (integrable) models of fractional statistics, D. Bernard
  • Geometrical properties of loops and cluster boundaries, J. Cardy
  • A rigorous analysis of the superconducting phase of an electron-phonon system, J. Feldman et al.

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