In the second part I will discuss a new distributional formulation
that allows one to treat the highly "degenerate" case of crystalline
mean curvature motions and to establish the first global-in-time
existence and uniqueness results for the crystalline mean curvature
flow valid in all dimensions, for arbitrary (possibly unbounded)
initial sets, and for general (including crystalline) anisotropies.
When | Wed May 17, 2017 3pm – 4pm Coordinated Universal Time |
Where | Sala Seminari (Dipartimento di Matematica di Pisa) (map) |