See Also

• [Multi angle] Linear Boltzmann equation and fractional diffusion / Author of the conference Golse, François.
• [Multi angle] Using Harris's theorem to show convergence to equilibrium for kinetic equations / Author of the conference Evans, Josephine.
• [Multi angle] Quenched invariance principle for random walks among random conductances with stable-like jumps / Author of the conference Kumagai, Takashi.
• [Post-edited] Intermittent weak solutions of the 3D Navier-Stokes equations / Author of the conference Vicol, Vlad.

Cabré, X., Cinti, E., & Serra, J. (2018). Flatness of stable nonlocal phase transitions in in $\mathbb {R}^ 3$, forthcoming preprint -


Cabré, X., Cinti, E., & Serra, J. (2017). Stable $s$-minimal cones in $\mathbb {R}^ 3$ are flat for $s\sim 1$.〈arXiv:1710.08722〉 - https://arxiv.org/abs/1710.08722


Cinti, E., Serra, J., & Valdinoci, E. Quantitative flatness results and BV-estimates for nonlocal minimal surfaces, to appear in Journal of Differential Geometry -


Dipierro, S., Serra, J., & Valdinoci, E. Improvement of flatness for nonlocal phase transitions, to appear in American Journal of Mathematics -


Figalli, A., & Serra, J. (2017). On stable solutions for boundary reactions: a De Giorgi type result in dimension 4+1.〈arXiv:1705.02781〉 - https://arxiv.org/abs/1705.02781