activity
20012022
most citedThe size, shape, density and ring of the dwarf planet Haumea from a stellar occultation

258 citations · 915 across the 51 of their papers we have counts for

collaborators

56 papers

cond-mat.dis-nn2022

Fredrickson--Andersen model in two dimensions

Ivailo Hartarsky, Fabio Martinelli, Cristina Toninelli

The present expository article overviews recent mathematical advances on the Fredrickson--Andersen kinetically constrained spin model in two dimensions. It was introduced in physic…

math.PR2021★ 6 cited

On a front evolution problem for the multidimensional East model

Yannick Couzinié, Fabio Martinelli

We consider a natural front evolution problem the East process on a well studied kinetically constrained model for which the facilitation mechanism is orien…

astro-ph.HE2021★ 11 cited

Multi-wavelength flare observations of the blazar S5 1803+784

R. Nesci, S. Cutini, C. Stanghellini +8

The radio, optical, and -ray light curves of the blazar S5 1803+784, from the beginning of the {\it Fermi} Large Area Telescope (LAT) mission in August 2008 until December 2018,…

math.PR2020★ 13 cited

Sharp threshold for the FA-2f kinetically constrained model

Ivailo Hartarsky, Fabio Martinelli, Cristina Toninelli

The Fredrickson-Andersen 2-spin facilitated model on (FA-2f) is a paradigmatic interacting particle system with kinetic constraints (KCM) featuring dynamical facilit…

astro-ph.EP2020★ 258 cited

The size, shape, density and ring of the dwarf planet Haumea from a stellar occultation

J. L. Ortiz, P. Santos-Sanz, B. Sicardy +90

Among the four known transneptunian dwarf planets, Haumea is an exotic, very elongated, and fast rotating body. In contrast to the other dwarf planets, its size, shape, albedo, and…

math.PR2020★ 11 cited

Coalescing and branching simple symmetric exclusion process

Ivailo Hartarsky, Fabio Martinelli, Cristina Toninelli

Motivated by kinetically constrained interacting particle systems (KCM), we consider a reversible coalescing and branching simple exclusion process on a general finite graph $G=(V,…