On the construction of weakly Ulrich bundles
A well-known conjecture of Eisenbud, Schreyer and Weyman suggests that any projective variety carries an Ulrich bundle and hence also weakly Ulrich bundle. This is presently known only in a handful of cases. I will explain this conjecture and explain some of my recent results in the direction of this conjecture which provide a construction of weakly Ulrich bundles in a number of new cases. These results also imply that Chow form of these varieties is the support of a single intrinsic determinantal equation.
Zoom meeting: https://arizona.zoom.us/j/95687864835