Gauged Maps, Vortices and Their Moduli

Introduction to Θ-stratifications of moduli stacks,

by Dan Halpern-Leistner (Cornell University, USA)

Part 1/3

Part 2/3

Part 3/3

The 3d A-model generalized Seiberg Witten equations, vortices and monopoles,

by Justin Hilburn (Perimeter Institute, Canada)

 

Part 1/3

Part 2/3

Part 3/3

Derived geometric Satake equivalence and geometric constructions

by Alexander Braverman (University of Toronto)

 

Coulomb branches and quantum cohomology,

by Daniel Pomerleano (UMass Boston)

The L2 geometry of the moduli space of vortices on the two-sphere in the dissolving limit,

by Martin Speight (University of Leeds)

Vortices, affine Springer fibers, and link homology,

by Tudor Dimofte (UC Davis, University of Edinburgh)

Three roles of the (K-theoretic) vortex partition function,

by Mykola Dedushenko (SCGP Stony Brook)

Compatifications of the moduli of vector bundles on stable curves,

by Andres Fernandez Herrero (Columbia University)

Chain complexes of graphs and generalized configuration spaces,

by Marcel Bökstedt (Aarhus University)

State spaces of 3d supersymmetric gauge theories and the geometry of vortex moduli spaces,

by Andrea Ferrari (Durham University)