Gauge invariant matrix model for the Â-D̂-Ê closed strings

@article{Kostov1992GaugeIM,
  title={Gauge invariant matrix model for the {\^A}-D̂-{\^E} closed strings},
  author={I. Kostov},
  journal={Physics Letters B},
  year={1992},
  volume={297},
  pages={74-81}
}
  • I. Kostov
  • Published 1992
  • Physics
  • Physics Letters B
Abstract The models of triangulated random surfaces embedded in (extended) Dynkin diagrams are formulated as a gauge-invariant matrix model of Weingarten type. The double scaling limit of this model is described by a collective field theory with nonpolynomial interaction. The propagator in this field theory is essentially the two-loop correlator in the corresponding string theory. 
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References

SHOWING 1-10 OF 19 REFERENCES
String theory in two-dimensions
  • 318
  • PDF
Strings with discrete target space
  • 90
  • PDF
Double-scaled field theory at c = 1
  • 102
...
1
2
...