Publications and preprints of research group members since 2018
- Brian Allen, Lisandra Hernandez-Vazquez, Davide Parise, Alec Payne and Shengwen Wang, Warped Tori with Almost Non-Negative Scalar Curvature, Geometriae Dedicata (2019).
- Lucas Ambrozio, Reto Buzano, Alessandro Carlotto, and Ben Sharp, Bubbling analysis and geometric convergence results for free boundary minimal surfaces, J. Éc. Polytech. Math. (2019).
- Lucas Ambrozio, Reto Buzano, Alessandro Carlotto, and Ben Sharp, Geometric convergence results for closed minimal surfaces via bubbling analysis, Preprint 2018.
- Charles Baker and Huy The Nguyen, Evolving Pinched Submanifolds of the Sphere by Mean Curvature Flow, Preprint 2020.
- Jacob Bernstein and Shengwen Wang, The level set flow of a hypersurface in R^4 of low entropy does not disconnect, Comm. Anal. Geom. (to appear)
- Reto Buzano and Gianmichele Di Matteo, A local singularity analysis for the Ricci flow and its applications to Ricci flows with bounded scalar curvature, Preprint 2020.
- Reto Buzano, Robert Haslhofer, and Or Hershkovit, The moduli space of two-convex embedded spheres, J. Differential Geometry (2021).
- Reto Buzano, Robert Haslhofer, and Or Hershkovit, The moduli space of two-convex embedded tori, Int. Math. Res. Not. IMRN (2019).
- Reto Buzano and Huy The Nguyen, The Chern-Gauss-Bonnet formula for singular non-compact four-dimensional manifolds, Comm. Anal. Geom. (2019).
- Reto Buzano and Huy The Nguyen, The higher-dimensional Chern-Gauss-Bonnet formula for singular conformally flat manifolds, J. Geom. Anal. (2019).
- Reto Buzano and Ben Sharp, Qualitative and quantitative estimates for minimal hypersurfaces with bounded index and area, Trans. Amer. Math. Soc. (2018).
- Reto Buzano and Louis Yudowitz, Gaussian upper bounds for the heat kernel on evolving manifolds, Preprint 2020.
- Gianmichele Di Matteo, Mixed Integral Norms for Ricci Flow, J. Geom. Anal. (2020).
- Gianmichele Di Matteo, Non degeneracy of standard double bubbles, Proc. Amer. Math. Soc. (2019).
- Gianmichele Di Matteo, Analysis of type I singularities in the Harmonic Ricci Flow, Comm. Anal. Geom. (to appear)
- Alessandro Carlotto, Giada Franz, and Mario Schulz, Free boundary minimal surfaces with connected boundary and arbitrary genus, Preprint 2020.
- Zhou Gang and Shengwen Wang, Precise asymptotics near a pinched disk singularity formed by mean curvature flow, Preprint 2019.
- Mat Langford and Huy The Nguyen, Quadratically pinched hypersurfaces of the sphere via mean curvature flow with surgery, Preprint 2020.
- Mat Langford and Huy The Nguyen, Sharp pinching estimates for mean curvature flow in the sphere, Preprint 2020.
- Florian Litzinger, Optimal regularity for two-dimensional Pfaffian systems and the fundamental theorem of surface theory, J. Geom. Anal. (2020).
- Stephen Lynch and Huy The Nguyen, Convexity Estimates for High Codimension Mean Curvature Flow, Preprint 2020.
- Alexander Mramor and Shengwen Wang, Low Entropy and the Mean Curvature Flow with Surgery, Preprint 2018.
- Huy The Nguyen, Cylindrical Estimates for High Codimension Mean Curvature Flow, Preprint 2018.
- Huy The Nguyen, High Codimension Mean Curvature Flow with Surgery, Preprint 2020.
- Huy The Nguyen and Shengwen Wang, Second order estimates for transition layers and a curvature estimate for the parabolic Allen-Cahn, Preprint 2020.
- Huy The Nguyen and Shengwen Wang, Brakke Regularity for the Allen-Cahn Flow, Preprint 2020
- Mario Schulz, Incomplete Yamabe flows and removable singularities, J. Funct. Anal. (2020).
- Mario Schulz, Instantaneously complete Yamabe flow on hyperbolic space, Cal. Var. PDE (2019).
- Mario Schulz, Unconditional existence of conformally hyperbolic Yamabe flows, Analysis & PDE. (2020).
- Mario Schulz, Yamabe flow on non-compact manifolds with unbounded initial curvature, J. Geom. Anal. (2019).