Monday, April 19 at 2:30pm to 3:45pm
Ipsita Datta, Stanford University
Abstract: We present some obstructions to certain Lagrangian surfaces' existence in R^4. The obstructions arise from studying moduli spaces of holomorphic disks with boundaries on the Lagrangian. From this, we deduce examples of pairs of knots that cannot be Lagrangian cobordant and knots that cannot bound Lagrangian disks.
Meeting ID: 996 9808 2212