Publications
Publications
S. Della Corte and Richard C. Kraaij, "Large deviations for Markov processes with switching and homogenisation via Hamilton–Jacobi–Bellman equations", Stochastic processes and Applications, 2024. link to the article
S. Della Corte, A. Diana and C. Mantegazza, "Global Existence and Stability for the Modified Mullins-Sekerka and Surface Diffusion Flow", Mathematics in Engineering, 2022. link to the article
Preprints
S. Della Corte and Richard C. Kraaij, "Well-posedness of Hamilton-Jacobi-Bellman equations in the strong coupling regime", 2023, arXiv/2310.05659
S. Della Corte, A. Diana and C. Mantegazza, "Uniform Sobolev, interpolation and geometric Calderon-Zygmund inequalities for graph hypersurfaces",2023, arXiv/2304.04013.
Current projects
S. Della Corte and Richard C. Kraaij, "Existence of viscosity solutions for non-regular Hamilton-Jacobi equations".
S. Della Corte and R.C.Kraaij, "A Gamma convergence approach to the comparison principle for a first-order Hamilton-Jacobi-Bellman equation".
S. Della Corte, F. M. Fuchs, R. C. Kraaij and M. Nendel, "A comparison principle for Hamiton-Jacobi-Bellman and Isaacs equations based on couplings of integro–differential operators".