Results 11 to 20 of about 35,068 (151)

Galilean Supersymmetry in 2+1 Dimensions [PDF]

, 1996
We review work done in collaboration with C.B. Thorn on Super-Galilei invariant field theory and its application to the reformulation of superstring theory in terms of constituent superstring-bits.Comment: 10 pages, Latex.
Bergman, Oren
core   +3 more sources

String Field Theory from IIB Matrix Model [PDF]

, 1997
We derive Schwinger-Dyson equations for the Wilson loops of a type IIB matrix model. Superstring coordinates are introduced through the construction of the loop space.
Fukuma, M., Kawai, H., Kitazawa, Y., Tsuchiya, A.   +3 more
core   +2 more sources

Solving String Field Equations: New Uses for Old Tools [PDF]

, 2002
It is argued that the (NS-sector) superstring field equations are integrable, i.e. their solutions are obtainable from linear equations. We adapt the 25-year-old solution-generating "dressing" method and reduce the construction of nonperturbative ...
Kling, Alexander, Lechtenfeld, Olaf, Popov, Alexander D., Uhlmann, Sebastian   +3 more
core   +2 more sources

Summability of Superstring Theory [PDF]

, 1998
Several arguments are given for the summability of the superstring perturbation series. Whereas the Schottky group coordinatization of moduli space may be used to provide refined estimates of large-order bosonic string amplitudes, the super-Schottky ...
Antoniadis, Atick, Bellini, Bern, Bershadsky, Caianello, Cristofano, Cristofano, Davis, Davis, Davis, Di Vecchia, Green, Green, Green, Green, Gross, Gross, Harer, Itzykson, Kutasov, Martinec, Penner, Pernice, Petersen, Roland, Simon Davis   +26 more
core   +3 more sources

Supersymmetric Wilson Loops in IIB Matrix Model [PDF]

, 1997
We show that the supersymmetric Wilson loops in IIB matrix model give a transition operator from reduced supersymmetric Yang-Mills theory to supersymmetric space-time theory.
A. Fayyazuddin, A. Fayyazuddin, D. Gross, E. Brezin, G. ’t Hooft, I. Chepelev, K. Hamada, K. Hamada, Ken-ji Hamada, M. B. Green, M. B. Green, M. B. Green, M. B. Green, M. Douglas, M. Goulian, M. Li, N. Ishibashi, T. Banks, T. Yoneya, V. Dotsenko, V. Periwal, Y. Kitazawa   +21 more
core   +2 more sources

Introduction to Superstring Cosmology [PDF]

, 2010
This is a summary of lectures in superstring cosmology given by the author at the CORFU 2009 School and Workshops "Theory - Cosmology - Phenomenology", Corfu Institute, Greece, Sept 6-13, 2009.
Angelantonj, Antoniadis, Bassett, Battefeld, Borunda, Bourliot, Bourliot, Bowick, Brandenberger, Catelin-Jullien, Catelin-Jullien, Catelin-Jullien, Cremmer, Ellis, Ellis, Ellis, Ferrara, Florakis, Kaloper, Kaloper, Kounnas, Kounnas, Kounnas, Kounnas, Kounnas, Kripfganz, Matsuo, Tseytlin   +27 more
core   +1 more source

S and U-duality Constraints on IIB S-matrices [PDF]

, 2000
S and U-duality dictate that graviton scattering amplitudes in IIB superstring theory be automorphic functions on the appropriate fundamental domain which describe the inequivalent vacua of (compactified) theories.
Bel, Berkovits, Bern, Bern, Cederwall, Chalmers, Chalmers, Cremmer, Cremmer, Cremmer, D'Hoker, D'Hoker, de Wit, de Wit, Gordon Chalmers, Green, Green, Green, Green, Green, Green, Green, Gross, Gubser, Harvey, Hull, Iengo, Kiritsis, Kiritsis, Lechtenfeld, Maldacena, Obers, Russo, Russo, Russo, Sakai, Terras, Townsend, Witten   +38 more
core   +5 more sources

On the BV formulation of boundary superstring field theory [PDF]

, 2001
We propose a Batalin-Vilkovisky (BV) formulation of boundary superstring field theory. The superstring field action is defined in terms of a closed one-form in the space of couplings, and we compute it explicitly for exactly solvable tachyon ...
Marino, Marcos
core   +2 more sources

Noncritical Superstrings in a Ramond-Ramond Background [PDF]

, 2003
We use the recently found matrix description of noncritical superstring theory of Type 0A to compute tachyon scattering amplitudes in a background with a RR flux.
Kapustin, Anton
core   +4 more sources

``Alternative $N=(4,0)$ Superstring and $\s$-Models''

, 1994
We present an alternative $N=(4,0)$ superstring theory, with field content different from that of previously-known $N=(4,0)$ superstring theories. This theory is presented as a non-linear $\s$-model on the coset $SU(n,1) / SU(n) \otimes U(1)$ as the ...
Ademollo, Ademollo, Atiyah, Bagger, Bergshoeff, Bergshoeff, Brink, de Wit, Font, Gates, Gates, Gates, Gates, Gates, Green, Gürsey, Hitoshi Nishino, Hull, Hull, Hull, Ivanov, Ketov, Nishino, Nishino, Nishino, Nishino, Ooguri, Ooguri, Ooguri, Pernici, Rey, Siegel, Siegel   +32 more
core   +1 more source