## Speaker:

Joshua Jordan

## Institution:

UC Irvine

## Time:

Tuesday, November 9, 2021 - 4:00pm

## Location:

NS2 1201

In this talk, I will present parts of a recent paper written

jointly with Mario Garcia-Fernandez and Jeff Streets ("NonKahler Calabi-Yau

Geometry and Pluriclosed Flow" arxiv:2106.13716). In particular, I intend to

discuss long-time existence and convergence of solutions to pluriclosed flow

on manifolds satisfying a flatness condition. As the pluriclosed flow does

not admit a scalar reduction in general, I will introduce the language of

holomorphic Courant algebroids and a result of J.M. Bismut that will allow

us to derive apriori estimates for an equivalent coupled

Hermitian-Yang-Mills-type flow.