[denitti]

Scientific Assistant (Ph.D. Student), FAU Erlangen-Nürnberg, Chair of Applied Analysis (AvH)

**Email:** *nicola.de.nitti AT fau.de*

**Home-page:** https://www.researchgate.net/profile/Nicola_De_Nitti

**arxiv id:** denitti_n_1

**orcid id:** 0000-0003-0402-7502

- G. M. Coclite - N. De Nitti - A. Keimer - L. Pflug (Submitted Paper)

On existence and uniqueness of weak solutions to nonlocal conservation laws with BV kernels (2021) - N. De Nitti - F. Hounkpe - S. Schulz (Submitted Paper)

On Liouville-type theorems for the 2D stationary MHD equations (2021) - G. M. Coclite - N. De Nitti - A. Keimer (Submitted Paper)

On a discontinuous nonlocal conservation law modeling material flow on conveyor belts (2020) - A. Bayen - J. M. Coron - N. De Nitti - A. Keimer - L. Pflug (Submitted Paper)

Boundary controllability and asymptotic stabilization of a nonlocal traffic flow model (2020) - G. M. Coclite - N. De Nitti - A. Keimer - L. Pflug (Submitted Paper)

Singular limits with vanishing viscosity for nonlocal conservation laws (2020) - G. M. Coclite - N. De Nitti - M. Garavello - F. Marcellini (Submitted Paper)

Vanishing viscosity for a $2\times 2$ system modeling congested vehicular traffic (2020) - S. Bianchini - N. De Nitti (Submitted Paper)

Differentiability in measure of the flow associated with a nearly incompressible BV vector field (2020) - G. M. Coclite - J. M. Coron - N. De Nitti - A. Keimer - L. Pflug (Preprint)

A general result on the approximation of local conservation laws by nonlocal conservation laws: The singular limit problem for exponential kernels (2020) - N. De Nitti - J. Fischer (preprint)

Sharp criteria for the waiting time phenomenon in solutions to the thin-film equation (2019)