A note on orientifolds and dualities of type 0B string theory
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Publication:5934643
DOI10.1016/S0370-2693(99)01002-3zbMath0987.81084arXivhep-th/9906234MaRDI QIDQ5934643
Publication date: 7 May 2001
Published in: Physics Letters. B (Search for Journal in Brave)
Full work available at URL: https://arxiv.org/abs/hep-th/9906234
Related Items
Consistency of orbifolds, D-branes in non-tachyonic \(0B\) orientifolds, On non-tachyonic \(Z_N\times Z_M\) orientifolds of type 0B string theory, Non-tachyonic type 0B orientifolds, non-supersymmetric gauge theories and cosmological RG flow, Solving the hierarchy problem without supersymmetry or extra dimensions: an alternative approach, Moduli stabilization for intersecting brane worlds in type \(0^\prime\) string theory, Supersymmetric orientifolds in 6D and D-branes at angles, Modular invariance, misalignment and finiteness in non-supersymmetric strings, Non-supersymmetric orbifolds
Cites Work
- Anomalous \(\text{U}(1)\)'s in type I and type IIB \(D=4\), \(N=1\) string vacua
- D-branes and dual gauge theories in type \(0\) strings
- Asymptotic freedom and infrared behavior in the type 0 string approach to gauge theory
- String scattering from D-branes in type 0 theories
- Tachyon-free orientifolds of type 0B strings in various dimensions.
- Non-supersymmetric gauge theories from D-branes in type \(0\) string theory
- Non-supersymmetric large \(N\) gauge theories from type 0 brane configurations.
- Dualities of type 0 strings.
- NS fivebranes in type-\(0\) string theory
- Type IIA-heterotic duals with maximal supersymmetry
- Heterotic and type I string dynamics from eleven dimensions
- \(K3\) orientifolds
- D-branes in type \(0\) string theory
- Effective potential in non-supersymmetric \(\text{SU}(N)\times\text{SU}(N)\) gauge theory and interactions of type \(0\) D3-branes
- Coleman-Weinberg mechanism and interaction of D3-branes in type 0 string theory
- Baryon configurations in the UV and IR regions of type \(0\) string theory
- Tachyon stabilization in the AdS/CFT correspondence