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3D Gauge Theories: Vortices and Vertex Algebras (Lecture 2) by Tudor Dimofte
3D Gauge Theories: Vortices and Vertex Algebras (Lecture 1) by Tudor Dimofte
Tudor Dimofte. 3d N=4 Vertex Algebras and Quantum Groups
L^2 Geometry of Moduli Spaces of Vortices and Lumps (Lecture 2) by James Martin Speight
Tudor Dimofte (UCDavis/Edinburgh), "Holomorphic twists and boundary vertex algebras"
L^2 geometry of moduli spaces of vortices and lumps (Lecture 1) by James Martin Speight
Tudor Dimofte - 3d Gauge Theories, Symplectic Duality and Knot Homology - Lecture 1
L^2 Geometry of Moduli Spaces of Vortices and Lumps (Lecture 3) by James Martin Speight
Categorical aspects of vortices (Lecture 2) by Niklas Garner
Line operators and geometry in 3d N=4 gauge theory by Tudor Dimofte
Tudor Dimofte - 3d Gauge Theories, Symplectic Duality and Knot Homology - Lecture 3
Geometry of vortices on Riemann surfaces (Lecture 2) by Oscar García-Prada