Uniqueness and persistence of minimal Lagrangian submanifolds

Monday, May 22, 2017
Ora Inizio: 
17:30
Ora Fine: 
18:30
Tommaso Pacini
Università di Torino

I will discuss the "hows and whys" of the following recent results (joint
with J.Lotay, UCL):
1) in a negative Kaehler–Einstein manifold M, compact minimal Lagrangian
submanifolds L are locally unique;
2) for any small Kaehler–Einstein perturbation of M there corresponds a
deformation of L which is minimal Lagrangian with respect to the new
structure.

These results are also available on arXiv:1704.08226
<https://arxiv.org/abs/1704.08226>