Tobias COLDING - Optimal regularity for geometric flows
Tobias Holck Colding: Geometry of PDEs
Tobias Colding (MIT): 3/3 Optimal regularity for geometric flows [Coxeter Lecture Series 2017]
Tobias Colding - Singularities and diffeomorphism - IPAM at UCLA
Connections between geometry and PDEs
Tobias Holck Colding, MIT, GeoTop, “Stable structures”, Afternoon GeoTop Opening Symposium
Tobias Colding - Geometry of PDEs
Tobias Colding (MIT): 1/3 Geometric heat equations [Coxeter Lecture Series 2017]
Minicourse: Minimal Surfaces in 3-manifolds, Lecture I - Tobias Colding & William Minicozzi
Tobias Colding (MIT): 2/3 Level set method for motion [Coxeter Lecture Series 2017]
The Carlsberg Foundation Research Prize 2016: Tobias Holck Coling
Minicourse: Minimal Surfaces in 3-manifolds, Lecture II - Tobias Colding & William Minicozzi
Minicourse: Minimal Surfaces in 3-manifolds, Lecture III - Tobias Colding & William Minicozzi
Tobias COLDING Eigenvalue monotonicity and almost splitting in Ricci Flow
The level set method for motion by mean curvature, a càrrec de Tobias Colding (MIT)
William Minicozzi: Singularities and diffeomorphisms Lecture One
William Minicozzi: Singularities and diffeomorphisms – Rigidity Lecture Two
Jacob Bernstein: Complexity of Submanifolds and Colding-Minicozzi Entropy
SLS 2010 - 04 - Will Minicozzi
SLS 2010 - 05 - Will Minicozzi
![Tobias Colding (MIT): 3/3 Optimal regularity for geometric flows [Coxeter Lecture Series 2017]](https://img.youtube.com/vi/rDCJvPfJHu4/0.jpg)
![Tobias Colding (MIT): 1/3 Geometric heat equations [Coxeter Lecture Series 2017]](https://img.youtube.com/vi/TcNMMUoo_vA/0.jpg)
![Tobias Colding (MIT): 2/3 Level set method for motion [Coxeter Lecture Series 2017]](https://img.youtube.com/vi/k7gSzZtC1sE/0.jpg)
