In the high-temperature limit, the rescaled eigenvalues of the stochastic Bessel operator converge to a new, non-Poissonian point process built from alternating reflected Brownian motions.
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The stochastic Bessel operator at high temperatures
In the high-temperature limit, the rescaled eigenvalues of the stochastic Bessel operator converge to a new, non-Poissonian point process built from alternating reflected Brownian motions.