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List of bibliographic references

Number of relevant bibliographic references: 35.
[0-20] [0 - 20][0 - 35][20-34][20-40]
Ident.Authors (with country if any)Title
000315 (2010) J A De Azcrraga [Espagne] ; J M Izquierdo [Espagne]n-ary algebras: a review with applications
000458 (2009) Bertrand Eynard [France] ; Nicolas Orantin [Suisse]Topological recursion in enumerative geometry and random matrices
000726 (2008) Pure spinor partition function and the massive superstring spectrum
000B45 (2005) Type II string theory and modularity
000C68 (2004) Higher order loop equations for and quiver matrix models
000F53 (2002) Scaling functions from q-deformed Virasoro characters
001056 (2001) Victor Kac [États-Unis] ; Jan Troost [États-Unis]The stability of vacua in two-dimensional gauge theory
001097 (2001) Orbifold boundary states from Cardy's condition
001158 (2001) Suresh Govindarajan [Inde] ; T. Jayaraman [Inde]D-branes, exceptional sheaves and quivers on Calabi–Yau manifolds: from Mukai to McKay
001159 (2001) D-branes, discrete torsion and the McKay correspondence
001234 (2000) Symmetry reduction for quantizeddiffeomorphism-invariant theories of connections
001252 (2000) Quantum group singular vectorsin the Poincaré-Birkhoff-Witt basis
001273 (2000) On discrete U-duality in M-theory
001377 (1999) C. Ford [Allemagne] ; T. Tok [Allemagne] ; A. Wipf [Allemagne]Abelian projection on the torus for general gauge groups
001487 (1998) Gregory Moore [États-Unis]String duality, automorphic forms, and generalized Kac-Moody algebras
001807 (1996) Sheldon Katz [États-Unis] ; David R. Morrison [États-Unis] ; M. Ronen Plesser [Israël]Enhanced gauge symmetry in type 11 string theory
001896 (1996) J. B. Zuber [France]Graphs and reflection groups
001897 (1996) Kentaro Hori [Japon]Global aspects of gauged Wess-Zumino-Witten models
001978 (1995) Terry Gannon [Canada]Symmetries of the Kac-Peterson modular matrices of affine algebras
001A26 (1995) Lie group weight multiplicities from conformal field theory
001C48 (1993) E. Corrigan [Royaume-Uni]Aspects of affine Toda field theory

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