Nahuel Soprano-Loto

most citedNon local branching Brownians with annihilation and free boundary problems

3 citations · 3 across the 2 of their papers we have counts for

collaborators

2 papers

math.PR2017★ 3 cited

Non local branching Brownians with annihilation and free boundary problems

A. De Masi, P. A. Ferrari, E. Presutti +1

We study a system of branching Brownian motions on $R$ with annihilation: at each branching time a new particle is created and the leftmost one is deleted. In [7] it has be…

math.PR2014

Phase transition for the dilute clock model

Inés Armendáriz, Pablo Augusto Ferrari, Nahuel Soprano-Loto

We prove that phase transition occurs in the dilute ferromagnetic nearest-neighbour $q$ -state clock model in $Z^{d}$ , for every $q \geq 2$ and $d \geq 2$ . This follows from th…