4 problems
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The multicritical matrix integral and two-dimensional quantum gravity duality conjecture
Multicritical matrix integral and quantum gravity duality conjecture. The resulting matrix integrals are conjectured to be dual to two-dimensional quantum gravity coupled to…
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The multicritical matrix integral duality conjecture for minimal models
Multicritical matrix integral duality conjecture. In the large limit and upon tuning the couplings to a set of special values, MMI are conjectured to be dual to…
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The gravitational new-boundary-condition conjecture for the 3-state Potts model
Gravitational analogue conjecture. The newly derived boundary condition corresponds to the gravitational analogue of the new' boundary condition for the 3-state Potts model.
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SLE-type processes for random closed curves from bulk loop operators
In the loop gas and Liouville-gravity descriptions, a bulk operator is understood as creating a closed loop, while an -type process describes a random curve. Bulk-loop/SLE cor…