Orientifold and Type II Dual Pairs
arXiv:hep-th/9601067 · doi:10.1103/PhysRevD.54.1650
Abstract
In this paper we present a symmetry of a toroidally compactified type II string theory. This symmetry has the interpretaion that it interchanges the left and the right-moving worldsheet coordinates and reverses the orientations of some of the spatial coordinates. We also identify another discrete symmetry of the type II theory which is related to the above one by a nontrivial U-duality element of string theory. This symmetry, however, has trivial action on the worldsheet coordinates and corresponds to an improper T-duality rotation. We then construct examples of type II dual pairs in four dimensions by modding out the known type II dual pairs by the above symmetries. We show the explicit matching of the spectrum and supersymmetries in these examples.
17 pages
References in corpus (18)
- String Theory Dynamics In Various Dimensions
- Heterotic and Type I String Dynamics from Eleven Dimensions
- Unity of Superstring Dualities
- Exact Results for N=2 Compactifications of Heterotic Strings
- A One-Loop Test Of String Duality
- Second-Quantized Mirror Symmetry
- Five-branes And -Theory On An Orbifold
- The Heterotic String is a Soliton
- STRING STRING DUALITY CONJECTURE IN SIX DIMENSIONS AND CHARGED SOLITONIC STRINGS
- Strong/Weak Coupling Duality from the Dual String
- N=2 Heterotic Superstring and its Dual Theory in Five Dimensions
- Enhanced Gauge Symmetries in Superstring Theories
- Type IIA-Heterotic Duals With Maximal Supersymmetry
- Dual Pairs of Type II String Compactification
- Chains of N=2, D=4 heterotic/type II duals
- Type IIA Dual of the Six-Dimensional CHL Compactification
- An N=2 Dual Pair and a Phase Transition
- Exact Monodromy Group of N=2 Heterotic Superstring