De Buzano Reto
We study sequences of closed minimal hypersurfaces (in closed Riemannian manifolds) that have uniformly bounded index and area. In particular, we develop a bubbling result which yields a bound on the total curvature along the sequence. As a consequence, we obtain qualitative control on the topology of minimal hypersurfaces in terms of index and area. This is joint work with Ben Sharp.
De Thomas Richard
De Thomas Richard
De Thomas Richard
De Thomas Richard
De Thomas Richard
De Feng Luo
De Feng Luo
De Feng Luo
De Feng Luo
De Feng Luo
De Feng Luo
De Robert Young
De Ketover Daniel
De Vladimir Markovic
De Melanie Rupflin
De Greg Mcshane
De Jean-Marc Schlenker
