## 5 Citations

### Supersymmetric WZW models and twisted K theory of SO(3)

- Physics
- 2004

We present an encompassing treatment of D-brane charges in supersymmetric SO(3) WZW models. There are two distinct supersymmetric CFTs at each even level: the standard bosonic SO(3) modular invariant…

### Closed string tachyons in a smooth curved background

- Physics
- 2005

Closed string tachyon condensation has been studied in orbifolds C^2/Z_{N,p} of flat space, using the chiral ring of the underlying N=2 conformal field theory. Here we show that similar phenomena…

### Towards quantum dielectric branes: curvature corrections in Abelian beta function and non-Abelian Born–Infeld action

- Mathematics
- 2005

### T-folds, doubled geometry, and the SU(2) WZW model

- MathematicsJournal of High Energy Physics
- 2012

The SU(2) WZW model at large level N can be interpreted semiclassically as string theory on S3 with N units of Neveu-Schwarz H-flux. While globally geometric, the model nevertheless exhibits an…

### T-folds, doubled geometry, and the SU(2) WZW model

- Mathematics
- 2011

A bstractThe SU(2) WZW model at large level N can be interpreted semiclassically as string theory on S3 with N units of Neveu-Schwarz H-flux. While globally geometric, the model nevertheless exhibits…

## References

SHOWING 1-10 OF 22 REFERENCES

### WZW BRANES AND GERBES

- Mathematics
- 2002

We reconsider the role that bundle gerbes play in the formulation of the WZW model on closed and open surfaces. In particular, we show how an analysis of bundle gerbes on groups covered by SU(N)…

### Discrete Torsion and Gerbes II

- Mathematics
- 1999

In this technical note we give a purely geometric understanding of discrete torsion, as an analogue of orbifold Wilson lines for two-form tensor field potentials. In order to introduce discrete…

### The operator algebra of orbifold models

- Mathematics
- 1989

We analyze the chiral properties of (orbifold) conformal field theories which are obtained from a given conformal field theory by modding out by a finite symmetry group. For a class of orbifolds, we…

### Discrete Torsion and Gerbes I

- Mathematics
- 1999

In this technical note we give a purely geometric understanding of discrete torsion, as an analogue of orbifold Wilson lines for two-form tensor field potentials. In order to introduce discrete…

### The operator algebra and twisted KZ equations of WZW orbifolds

- Mathematics
- 2001

We obtain the operator algebra of each twisted sector of all WZW orbifolds, including the general twisted current algebra and the algebra of the twisted currents with the twisted affine primary…