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math.PR2019★ 3 cited
Tail universality of critical Gaussian multiplicative chaos
Mo Dick Wong
In this article we study the tail probability of the mass of critical Gaussian multiplicative chaos (GMC) associated to a general class of log-correlated Gaussian fields in any dim…
math.PR2019
Universal tail profile of Gaussian multiplicative chaos
Mo Dick Wong
In this article we study the tail probability of the mass of Gaussian multiplicative chaos. With the novel use of a Tauberian argument and Goldie's implicit renewal theorem, we pro…
math.PR2017
Pre-freezing transition in Boltzmann-Gibbs measures associated with log-correlated fields
Mo Dick Wong
We consider Boltzmann-Gibbs measures associated with log-correlated Gaussian fields as potentials and study their multifractal properties which exhibit phase transitions. In partic…