activity
20182022
most citedMuttalib--Borodin plane partitions and the hard edge of random matrix ensembles

3 citations · 9 across the 5 of their papers we have counts for

collaborators

7 papers

math.PR2022

Hydrodynamics for the ABC model with slow/fast boundary

Patricia Gonçalves, Ricardo Misturini, Alessandra Occelli

In this article, we consider the ABC model in contact with slow/fast reservoirs. In this model, there is at most one particle per site, which can be of type and par…

math.PR2021

The half-space Airy stat process

Dan Betea, Patrik Ferrari, Alessandra Occelli

We study the multipoint distribution of stationary half-space last passage percolation with exponentially weighted times. We derive both finite-size and asymptotic results for this…

math.CO20203 cited

Muttalib--Borodin plane partitions and the hard edge of random matrix ensembles

Dan Betea, Alessandra Occelli

We study probabilistic and combinatorial aspects of natural volume-and-trace weighted plane partitions and their continuous analogues. We prove asymptotic limit laws for the larges…

math.PR20203 cited

Discrete and continuous Muttalib--Borodin processes I: the hard edge

Dan Betea, Alessandra Occelli

In this note we study a natural measure on plane partitions giving rise to a certain discrete-time Muttalib-Borodin process (MBP): each time-slice is a discrete version of a Muttal…

math.PR20203 cited

On energy solutions to stochastic Burgers equation

Patricia Gonçalves, Alessandra Occelli

In this review we discuss the weak KPZ universality conjecture for a class of 1-d systems whose dynamics conserves one or more quantities. As a prototype example for the former cas…

math.PR2019

Stationary half-space last passage percolation

Dan Betea, Patrik L. Ferrari, Alessandra Occelli

In this paper we study stationary last passage percolation (LPP) in half-space geometry. We determine the limiting distribution of the last passage time in a critical window close…