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Boundary correlation numbers in one matrix model

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arxiv 1006.3906 v2 pith:SAL5XR4O submitted 2010-06-20 hep-th

Boundary correlation numbers in one matrix model

classification hep-th
keywords boundarymodelcorrelationnumbersconditionsdiskliouvillematrix
verification ladder T0 review T1 audit T2 compute T3 formal T4 reserved
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We introduce one matrix model coupled to multi-flavor vectors. The two-flavor vector model is demonstrated to reproduce the two-point correlation numbers of boundary primary fields of two dimensional (2, 2p+1) minimal Liouville gravity on disk, generalizing the loop operator (resolvent) description. The model can properly describe non-trivial boundary conditions for the matter Cardy state as well as for the Liouville field. From this we propose that the n-flavor vector model will be suited for producing the boundary correlation numbers with n different boundary conditions on disk.

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