Seminar series
Date
Mon, 07 Nov 2005
17:00
17:00
Location
L1
Speaker
Tatiana Toro
Organisation
University of Washington, Seattle
Two dimensional minimal cones were fully classified by Jean Taylor in the mid
70's. In joint work with G. David and T. De Pauw we prove that a closed
set which is close to a minimal cone at all scales and at all locations is
locally a bi-Hoelder image of a minimal cone. This result is analogous to
Reifenberg's disk theorem. A couple of applications will be discussed.