activity
19972024
most citedA fully semi-Lagrangian discretization for the 2D Navier--Stokes equations in the vorticity--streamfunction formulation

24 citations · 35 across the 13 of their papers we have counts for

collaborators

18 papers

math.NA2024

A CWENO large time-step scheme for Hamilton--Jacobi equations

E. Carlini, R. Ferretti, S. Preda +1

We propose a high order numerical scheme for time-dependent first order Hamilton--Jacobi--Bellman equations. In particular we propose to combine a semi-Lagrangian scheme with a Cen…

math.OC2022★ 2 cited

An algorithmic guide for finite-dimensional optimal control problems

Jean-Baptiste Caillau, Roberto Ferretti, Emmanuel Trélat +1

We survey the main numerical techniques for finite-dimensional nonlinear optimal control. The chapter is written as a guide to practitioners who wish to get rapidly acquainted with…

math.NA2021

Efficient implementation of characteristic-based schemes on unstructured triangular grids

Simone Cacace, Roberto Ferretti

Using characteristics to treat advection terms in time-dependent PDEs leads to a class of schemes, e.g., semi-Lagrangian and Lagrange-Galerkin schemes, which preserve stability und…

math.NA2020

Second order fully semi-Lagrangian discretizations of advection-diffusion-reaction systems

Luca Bonaventura, Elisabetta Carlini, Elisa Calzola +1

We propose a second order, fully semi-Lagrangian method for the numerical solution of systems of advection-diffusion-reaction equations, which employs a semi-Lagrangian approach to…

math.NA2019

Stochastic hybrid differential games and match race problems

Simone Cacace, Roberto Ferretti, Adriano Festa

We discuss the general framework of a stochastic two-player, hybrid differential game, and we apply it to the modelling of a "match race" between two sailing boats, namely a compet…

math.OC2018

Null controllability of parabolic equations with interior degeneracy and one-sided control

Piermarco Cannarsa, Roberto Ferretti, Patrick Martinez

For we study the null controllability of the parabolic operator which degenerates at the interior point , for…