RECENT PAPERS ON GEOMETRIC FLOWS AND RELATED TOPICS
(A list of 14 ArXiV links based on talks given at the MIT conference Uniqueness in Analysis and Geometry-
Dec 10-11, 2014)
Dan Knopf: Universal behavior in
geometric heat flows
1. Isenberg/Knopf/Sesum: Ricci
flow neckpinches without rotational symmetry
(33pp)
2. Gang/Knopf: Universality
in mean curvature flow neckpinches
(51pp)
3. Gang/Knopf/Sigal: Neckpinch
dynamics for asymmetric surfaces evolving by MCF
(68pp)
Simon Brendle: MCF shrinkers of genus 0.
4. Brendle: Embedded
self-similar shrinkers of genus 0
(9pp)
5. Brendle: Embedded
minimal tori in S^3 and the Lawson conjecture
(13pp)
6. Brendle/Hung/Wang: A
Minkowski inequality for hypersurfaces in the AdS-Schw manifold
(19pp)
7. Brendle: Two-point
functions and their applications in geometry
(18pp)
Natasha Sesum: Ancient solutions to MCF
8. Daskalopoulos/Hamilton/Sesum: Classification of compact
ancient solutions to (RF_)2
(39pp)
9. Daskalopoulos/DelPino/Sesum: Type II ancient compact
solutions to the Yamabe flow
(51pp)
10. Haslhofer/Hershkovits: Ancient
Solutions of MCF
(9pp)
Lu Wang: A sharp lower bound for the
entropy of closed hypersurfaces
11. Bernstein/Wang: Sharp
lower bound for the entropy of closed hypersurfaces up to dimension six
(18pp)
12. Colding/Ilmanen/Minicozzi/White: The round sphere minimizes
entropy among closed self-shrinkers
(14pp)
13. Minicozzi: Lojasiewicz
inequalities and applications
(16pp)
Felix Schulze: Local regularity
theorem for MCF with triple edges
14. Ilmanen/Neves/Schulze: Local
existence for the planar network flow
(50pp)