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- W1489750031 abstract "Recently the space-time configurations of a set of non-threshold bound states, called the (F, Dp) bound states, have been constructed explicitly for every $p$ with $2 le p le 7$ in both type IIA (for $p$ even) and type IIB (for $p$ odd) string theories by the present authors. By making use of the SL(2, Z) symmetry of type IIB theory we construct a more general SL(2, Z) invariant bound state of the type ((F, D1), (NS5, D5)) in this theory from the (F, D5) bound state. There are actually an infinite number of $(m,n)$ strings forming bound states with $(m',n')$ 5-branes, where strings lie along one of the spatial directions of the 5-branes. By applying T-duality along one of the transverse directions we also construct the bound state ((F, D2), (KK, D6)) in type IIA string theory. Then we give a list of possible bound states which can be obtained from these newly constructed bound states by applying T-dualities along the longitudinal directions as well as S-dualities to those in type IIB theory." @default.
- W1489750031 created "2016-06-24" @default.
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- W1489750031 date "1999-11-15" @default.
- W1489750031 modified "2023-10-14" @default.
- W1489750031 title "(F,D5) bound state, SL(2,Z)invariance and the descendant states in type IIB and type IIA string theory" @default.
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- W1489750031 doi "https://doi.org/10.1103/physrevd.60.126002" @default.
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