most citedSolvable Initial Value Problems Ruled by Discontinuous Ordinary Differential Equations

2 citations · 2 across the 1 of their papers we have counts for

collaborators

2 papers

cs.CC2024★ 2 cited

Solvable Initial Value Problems Ruled by Discontinuous Ordinary Differential Equations

Olivier Bournez, Riccardo Gozzi

We study initial value problems having dynamics ruled by discontinuous ordinary differential equations with the property of possessing a unique solution. We identify a precise clas…

math-ph2021

Kraus operators and symmetric groups

Alessia Cattabriga, Elisa Ercolessi, Riccardo Gozzi +1

In the contest of open quantum systems, we study a class of Kraus operators whose definition relies on the defining representation of the symmetric groups. We analyze the induced o…