[3] F. Anceschi, G. Palatucci, M. Piccinini: De Giorgi-Nash-Moser theory for kinetic equations with nonlocal diffusions (2025). [preprint]
[2] C. De Filippis, F. De Filippis, M. Piccinini: Bounded minimizers of double phase problems at nearly linear growth (2024). [preprint]
[1] G. Palatucci, M. Piccinini: Asymptotic approach to singular solutions for the CR Yamabe equation. (2023). [preprint]
[12] G. Palatucci, M. Piccinini: Mixed local and nonlocal eigenvalues. Nonlinear Anal. 262, 113922 (2026). [preprint][journal]
[11] F. Anceschi, M. Piccinini: Boundedness estimates for nonlinear nonlocal Kolmogorov-Fokker-Planck equations. NoDEA, 32, no. 121, (2025). [preprint][journal]
[10] F. De Pas, S. Dipierro, M. Piccinini, E. Valdinoci: Heteroclinic connections for fractional Allen-Cahn equations with degenerate potentials. Ann. Sc. Norm. Super. Pisa Cl. Sci. (2025) [preprint][journal]
[9] M. Manfredini, M. Piccinini, S. Polidoro: The Dirichlet problem for a family of totally degenerate differential operators. J. Evol. Equations, 25, 84 (2025). [preprint][journal]
[8] G. Palatucci, M. Piccinini, L. Temperini: Struwe's Global Compactness and energy approximation of the critical Sobolev embedding in the Heisenberg group. Adv. Calc. Var., 18, no 3, 731-754 (2025). [preprint][journal]
[7] F. De Filippis, M. Piccinini: Regularity for multi-phase problems at nearly linear growth. J. Differential Equations, 410, 832-868 (2024). [preprint][journal]
[6] M. Piccinini: A limiting case in partial regularity for quasiconvex functionals. Math. Eng., 6, 1–27 (2024). [preprint][journal]
[5] G. Palatucci, M. Piccinini: Nonlinear fractional equations in the Heisenberg group. Bruno Pini Math. Anal. Seminar, 14, no. 2, 164–201 (2023)
[4] C. De Filippis, M. Piccinini: Borderline global regularity for nonuniformly elliptic systems. Int. Math. Res. Notices (IMRN), no. 20, 17324–17376 (2023). [preprint][journal]
[3] M. Manfredini, G. Palatucci, M. Piccinini, S. Polidoro, Hölder continuity and boundedness estimates for nonlinear fractional equations in the Heisenberg group. J. Geom. Anal. 33, no. 3, Art. 77 (2023). [preprint][journal]
[2] G. Palatucci, M. Piccinini: Nonlocal Harnack inequalities in the Heisenberg group. Calc. Var. & PDE 61 (5), (2022). [preprint][journal]
[1] M. Piccinini: The obstacle problem and the Perron Method for nonlinear fractional equations in the Heisenberg group. Nonlinear Anal. 222, 112966, (2022). [preprint][journal]