David Hernandez: Shifted quantum affine algebras, monoidal categorication and Langlands duality

David Hernandez: Shifted quantum affine algebras, monoidal categorication and Langlands duality

David Jordan | Langlands duality for 3 manifoldsSee more

David Jordan | Langlands duality for 3 manifolds

Quantum Affine Algebras and Cluster Algebras Pt. 1See more

Quantum Affine Algebras and Cluster Algebras Pt. 1

David Hernandez: Folded quantum integrable models and deformed W-algebrasSee more

David Hernandez: Folded quantum integrable models and deformed W-algebras

Langlands duality for quantum affine algebras &See more

Langlands duality for quantum affine algebras &

Quantum Affine Algebras and Cluster Algebras Pt. 2See more

Quantum Affine Algebras and Cluster Algebras Pt. 2

Spectra of quantum KdV Hamiltonians, Langlands duality and category O, By: David HernandezSee more

Spectra of quantum KdV Hamiltonians, Langlands duality and category O, By: David Hernandez

The Fundamental Local Equivalence in quantum geometric LanglandsSee more

The Fundamental Local Equivalence in quantum geometric Langlands

WHCGP: Davide Gaiotto, "Integrable Kondo problems and affine Geometric Langlands"See more

WHCGP: Davide Gaiotto, 'Integrable Kondo problems and affine Geometric Langlands'

D. Gaitsgory - "fundamental local equivalence" for quantum geometric LanglandsSee more

D. Gaitsgory - 'fundamental local equivalence' for quantum geometric Langlands

Quantum Affine Algebras and their Finite Dimensional Representations - Nicolai ReshetikhinSee more

Quantum Affine Algebras and their Finite Dimensional Representations - Nicolai Reshetikhin

Affine quantum groups Lecture 1See more

Affine quantum groups Lecture 1

Perfect crystals for quantum affine algebras and combinatorics of Young wallsSee more

Perfect crystals for quantum affine algebras and combinatorics of Young walls

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