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String Theory and M-Theory

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724 Bibliography<br />

Tseytlin, A. A. (1989). Sigma model approach to string theory. Int. J. Mod.<br />

Phys., A4, 1257.<br />

Tseytlin, A. A. (1997). On nonabelian generalization of the Born–Infeld action in<br />

string theory. Nucl. Phys., B501, 41. E-print hep-th/9701125.<br />

Tseytlin, A. A. (2000). Born–Infeld action, supersymmetry <strong>and</strong> string theory. In<br />

The Many Faces of the Superworld, ed. M. Shifman, pp. 417-452. Singapore:<br />

World Scientific. E-print hep-th/9908105.<br />

Tyutin, I. V. (1975). Gauge invariance in field theory <strong>and</strong> in statistical physics in<br />

the operator formulation. Lebedev preprint FIAN No. 39 (in Russian),<br />

unpublished.<br />

Vafa, C. (1996). Evidence for F-theory. Nucl. Phys., B469, 403. E-print<br />

hep-th/9602022.<br />

Vafa, C. (1997). Lectures on strings <strong>and</strong> dualities. In High Energy Physics <strong>and</strong><br />

Cosmology, Trieste 1996, eds. E. Gava et al., pp. 66–119. Singapore: World<br />

Scientific. E-print hep-th/9702201.<br />

Vafa, C. (2001). Superstrings <strong>and</strong> topological strings at large N. J. Math. Phys.,<br />

42, 2798. E-print hep-th/0008142.<br />

Vafa, C. (2005). The string l<strong>and</strong>scape <strong>and</strong> the swampl<strong>and</strong>. E-print<br />

hep-th/0509212.<br />

Vafa, C., <strong>and</strong> Witten, E. (1995). A one loop test of string duality. Nucl. Phys.,<br />

B447, 261. E-print hep-th/9505053.<br />

Veneziano, G. (1968). Construction of a crossing-symmetric, Regge-behaved<br />

amplitude for linearly rising trajectories. Nuovo Cim., A57, 190.<br />

Veneziano, G. (1974). An introduction to dual models of strong interactions <strong>and</strong><br />

their physical motivations. Phys. Reports, 9, 199–242.<br />

Veneziano, G. (1991). Scale factor duality for classical <strong>and</strong> quantum strings. Phys.<br />

Lett., B265, 287.<br />

Verlinde, E. P. (1998). Fusion rules <strong>and</strong> modular transformations in 2D conformal<br />

field theory. Nucl. Phys., B300, 360.<br />

Verlinde, E. P., <strong>and</strong> Verlinde, H. L. (1987). Multiloop calculations in covariant<br />

superstring theory. Phys. Lett., B192, 95.<br />

Vilenkin, A., <strong>and</strong> Shellard, E. P. S. (1999). Cosmic <strong>String</strong>s <strong>and</strong> Other Topological<br />

Defects. Cambridge: Cambridge University Press.<br />

Virasoro, M. (1969). Alternative constructions of crossing-symmetric amplitudes<br />

with Regge behavior. Phys. Rev., 177, 2309.<br />

Virasoro, M. (1970). Subsidiary conditions <strong>and</strong> ghosts in dual resonance models.<br />

Phys. Rev., D1, 2933.<br />

Wald, R. (1984). General Relativity. Chicago: University of Chicago Press.<br />

Wald, R. M. (1993). Black hole entropy in the Noether charge. Phys. Rev., D48,<br />

3427. E-print gr-qc/9307038.<br />

Weinberg, S. (1989). The cosmological constant problem. Rev. Mod. Phys., 61, 1.<br />

Wess, J., <strong>and</strong> Bagger, J. (1992). Supersymmetry <strong>and</strong> Supergravity. Princeton:<br />

Princeton University Press.<br />

Wess, J., <strong>and</strong> Zumino, B. (1974). Supergauge transformations in four dimensions.<br />

Nucl. Phys., B70, 39.<br />

Witten, E. (1983). Global aspects of current algebra. Nucl. Phys., B223, 422.<br />

Witten, E. (1984). Nonabelian bosonization in two dimensions. Commun. Math.<br />

Phys., 92, 455.<br />

Witten, E. (1985a). Cosmic Superstrings. Phys. Lett., B153, 243.<br />

Witten, E. (1985b). Dimensional reduction of superstring models. Phys. Lett.,

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