String theory and quantum gravity '91 : proceedings of the Trieste Spring School & Workshop, ICTP, Trieste, Italy, April 15-26, 1991

書誌事項

String theory and quantum gravity '91 : proceedings of the Trieste Spring School & Workshop, ICTP, Trieste, Italy, April 15-26, 1991

edited by J. Harvey ... [et al.]

World Scientific, c1992

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注記

Editors: J. Harvey, R. Iengo, K.S. Narain, S. Randjbar-Daemi, H. Verlinde

At head of title: International Centre for Theoretical Physics, International Atomic Energy Agency, United Nations Educational, Scientific and Cultural Organization

Includes bibliographical references

内容説明・目次

内容説明

This volume presents papers that reflect recent research in string theory and quantum gravity.

目次

  • Introduction to topological and conformal field theory, H.Verlinde
  • introduction to matrix model and liouville theory, E.Martinec
  • some properties of non-critical strings, D.Kutasov
  • instantons and solitons in heterotic string theory, J.Harvey
  • introduction to topological and conformal field theory, R.Dijkgraaf
  • introduction to W Algebras, A.Bilal
  • string theory in 2 dimensions, I.Klebanov
  • instantons and solitons in heterotic string theory, C.Callan
  • integrable models, L.D.Faddeev
  • Liouville theory and its recent developments, L.Alvarez-Gaume
  • target space duality symmetries and effective actions of string theory, D.Lust
  • geometric structures in effective superstring lagrangians, P.Fre
  • duality invariant effective action for supersymmetries, M.Porrati
  • transition from critical to non-critical string at high temperatures, C.Kounnas
  • correlation functions in compactified c=1 quantum gravity, I.Klebanov
  • the origin of the string equation, C.Gomez
  • quantization of Sl(2,R) Chern-Simons topological theory, C.Imbimbo
  • string propagation in a black hole geometry, R.Dijkgraaf
  • double scaling limit in the O(N) vector model, P.Di Vecchia
  • singular vectors in virasoro representations, M.Bauer
  • Schwinger-Dyson equations for 2-matrix model and Wa3 algebra, K.S.Narain
  • O(N) vector model in the double scaling limit, J.Zinn-Justin.

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