学术报告（刘思阳 6.28）

Abstract: In this talk, I’ll explain our upcoming work on Fukaya categories of complexified complements of polarized hyperplane arrangements. We
proved that the partially wrapped Fukaya category of a simple hyperplane arrangement, stopped by the polarization, is formally quasi-isomorphic to
the derived category of modules over the B-algebra of this hyperplane arrangement constructed by Braden-Licata-Proudfoot-Webster, hence verifying a conjecture proposed by Lauda, Licata and Manion.