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Knots-quivers correspondence - Piotr Sulkowski

Knots-quivers correspondence - Piotr Sulkowski

Knots-quivers correspondence: generalizations and combinatorics

Knots-quivers correspondence: generalizations and combinatorics

Piotr Sulkowski | Strings, knots and quivers

Piotr Sulkowski | Strings, knots and quivers

How many quivers does a knot have?

How many quivers does a knot have?

Pietro Longhi: Aspects of a correspondence between quivers and knots

Pietro Longhi: Aspects of a correspondence between quivers and knots

More Quiver Math

More Quiver Math

Piotr Sulkowski - Quantization of A-polynomials for knots and quivers

Piotr Sulkowski - Quantization of A-polynomials for knots and quivers

Topological strings, knots, and quivers (Lecture 1)  by Piotr Sulkowski

Topological strings, knots, and quivers (Lecture 1) by Piotr Sulkowski

Macromolecular genus as the measure of complexity - Piotr Sulkowski

Macromolecular genus as the measure of complexity - Piotr Sulkowski

Knots, topological strings and quivers

Knots, topological strings and quivers

Branches, quivers, and ideals for knot complements. Закорко П. 08.02.2024

Branches, quivers, and ideals for knot complements. Закорко П. 08.02.2024

Topological strings, knots, and quivers (Lecture 2) by Piotr Sulkowski

Topological strings, knots, and quivers (Lecture 2) by Piotr Sulkowski

Quivers, 3d gauge theories and three manifolds

Quivers, 3d gauge theories and three manifolds

Quiver structures of knot invariants, open strings, and recursion

Quiver structures of knot invariants, open strings, and recursion

Tobias Ekholm - Knot conormals, quantum curves, holomorphic disks, and quivers

Tobias Ekholm - Knot conormals, quantum curves, holomorphic disks, and quivers

Jan Manschot - BPS bound states and quivers

Jan Manschot - BPS bound states and quivers

Paul Wedrich: Knots and quivers, HOMFLY and DT

Paul Wedrich: Knots and quivers, HOMFLY and DT

Algebras for Knots

Algebras for Knots

David Ben-Zvi: Geometric Langlands correspondence and topological field theory - Part 1

David Ben-Zvi: Geometric Langlands correspondence and topological field theory - Part 1

AI and Knots

AI and Knots

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