activity
20152020
collaborators

5 papers

math.FA2020

Comparison between the non-crossing and the non-crossing on lines properties

Daniel Campbell, Aldo Pratelli, Emanuela Radici

In the recent paper [2], it was proved that the closure of the planar diffeomorphisms in the Sobolev norm consists of the functions which are non-crossing (NC), i.e., the functions…

math.AP2020

Opinion Formation Systems via Deterministic Particles Approximation

Simone Fagioli, Emanuela Radici

We propose an ODE-based derivation for a generalized class of opinion formation models either for single and multiple species (followers, leaders, trolls). The approach is purely d…

math-ph2019

The Fermionic Signature Operator in De Sitter Spacetime

Claudio Dappiaggi, Felix Finster, Simone Murro +1

The fermionic projector state is a distinguished quasi-free state for the algebra of Dirac fields in a globally hyperbolic spacetime. We construct and analyze it in the four-dimens…

math.AP2018

Deterministic particle approximation for nonlocal transport equations with nonlinear mobility

M. Di Francesco, S. Fagioli, E. Radici

We construct a deterministic, Lagrangian many-particle approximation to a class of nonlocal transport PDEs with nonlinear mobility arising in many contexts in biology and social sc…

math.CA2015

On the piecewise approximation of bi-Lipschitz curves

Aldo Pratelli, Emanuela Radici

In this paper we deal with the task of uniformly approximating an -biLipschitz curve by means of piecewise linear ones. This is rather simple if one is satisfied to have approxi…