A local finite-temperature-type deformation of exponential weights changes the bulk sine kernel into a new kernel governed by the Claeys-Tarricone nonlocal equation and creates oscillatory n^{-1} terms in recurrence coefficients.
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Deformations of OP ensembles in a bulk critical scaling
A local finite-temperature-type deformation of exponential weights changes the bulk sine kernel into a new kernel governed by the Claeys-Tarricone nonlocal equation and creates oscillatory n^{-1} terms in recurrence coefficients.