Fröhlich, J. (ed.); ’t Hooft, G. (ed.); Jaffe, A. (ed.); Mack, G. (ed.); Mitter, P. K. (ed.); Stora, R. (ed.) New symmetry principles in quantum field theory. Proceedings of the NATO Advanced Study Institute held in Cargèse, July 16–27, 1991. (English) Zbl 1222.81031 NATO Advanced Science Institutes Series B: Physics, 295. New York, NY: Plenum Press (ISBN 0-306-44240-X). viii, 529 p. (1992). Show indexed articles as search result. The articles of mathematical interest will be reviewed individually.Indexed articles:Bernard, Denis, Quantum symmetries in 2D massive field theories, 1-35 [Zbl 1221.81138]Bott, Raoul, On knot and manifold invariants, 37-52 [Zbl 1221.57002]Connes, Alain; Lott, John, The metric aspect of noncommutative geometry, 53-93 [Zbl 1221.58007]Dijkgraaf, Robbert, Intersection theory, integrable hierarchies and topological field theory, 95-158 [Zbl 1221.32005]Faddeev, L. D., Quantum symmetry in conformal field theory by Hamiltonian methods, 159-175 [Zbl 1221.81107]Fredenhagen, Claus, Observables, superselection sectors and gauge groups, 177-194 [Zbl 1221.81122]Fröhlich, Jürg; Studer, Urban M., Incompressible quantum fluids, gauge-invariance, and current algebra, 195-246 [Zbl 1221.81220]Gawedzki, Krzysztof, Noncompact WZW conformal field theories, 247-274 [Zbl 1221.81141]’t Hooft, G., \(S\)-matrix theory for black holes, 275-294 [Zbl 1221.83033]Jaffe, Arthur, Noncommutative geometry and mathematical physics, 295-308 [Zbl 1221.46069]Krichever, Igor Moiseevich, Whitham theory for integrable systems and topological quantum field theories, 309-327 [Zbl 1221.37178]Mack, Gerhard; Schomerus, Volker, Quantum symmetry in quantum theory, 329-353 [Zbl 1221.81108]Pasquier, V., Quantum groups in lattice models, 355-380 [Zbl 1221.82039]Takhtajan, Leon, Semi-classical Liouville theory, complex geometry of moduli spaces, and uniformization of Riemann surfaces, 383-406 [Zbl 1221.32006]Avan, J., Integrability properties of the collective string field theory, 407-412 [Zbl 1221.81131]Bouwknegt, Peter; McCarthy, Jim; Pilch, Krzysztof, BRST analysis of physical states for 2D (super) gravity coupled to (super) conformal matter, 413-422 [Zbl 1221.81139]Dotsenko, Vl. S., Correlation functions of local operators in 2D gravity coupled to minimal matter, 423-431 [Zbl 1221.81140]Frenkel, Edward, \(\mathcal W\)-algebras and Langlands-Drinfel’d correspondence, 433-447 [Zbl 1221.17023]Kerler, Thomas, Non-Tannakian categories in quantum field theory, 449-482 [Zbl 1221.18003]Mukhi, Sunil, Extra states in \(c<1\) string theory, 483-492 [Zbl 1221.81143]Niedermaier, Max R., \(\mathcal W(sl(n))\): Existence, Cartan basis and infinite abelian subalgebras, 493-503 [Zbl 1221.17027]Schirrmacher, Arne, Aspects of quantizing Lorentz symmetry, 505-512 [Zbl 1221.81111]Felder, G.; Wieczerkowski, C., Fock space representations of \(A^{(1)}_1\) and topological representations of \(U_q(sl_2)\), 513-521 [Zbl 1221.17025] Cited in 1 Document MSC: 81-06 Proceedings, conferences, collections, etc. pertaining to quantum theory 00B25 Proceedings of conferences of miscellaneous specific interest × Cite Format Result Cite Review PDF