Higher Order Large Gap Asymptotics at the Hard Edge for Muttalib–Borodin Ensembles
Higher Order Large Gap Asymptotics at the Hard Edge for Muttalib–Borodin Ensembles
We consider the limiting process that arises at the hard edge of Muttalib-Borodin ensembles. This point process depends on θ>0 and has a kernel built out of Wright's generalized Bessel functions. In a recent paper, Claeys, Girotti and Stivigny have established first and second order asymptotics for large gap probabilities …