Media Summary: Abstract. The center of a category is an important invariant. In Lie theory, the centers of representation categories often admit a ... Both "quantization" and "categorification" have influenced many recent developments in pure mathematics and modern ... Wenjun Niu (Perimeter Institute); April 16, 2025 In these

Affine Quantum Groups Lecture 2 - Detailed Analysis & Overview

Abstract. The center of a category is an important invariant. In Lie theory, the centers of representation categories often admit a ... Both "quantization" and "categorification" have influenced many recent developments in pure mathematics and modern ... Wenjun Niu (Perimeter Institute); April 16, 2025 In these And this is probably quite unexpected so for finding dimensional Workshop on Representation Theory, Calabi-Yau Manifolds, and Mirror Symmetry 11/28/22 Speaker: Weiqiang Wang (Virginia) ... In the Spring 2020 semester, the CMSA will be hosting a

Short Talks by Postdoctoral Members Topic: Representations of Talk given by Vyjayanthi Chari at Southeastern Lie Theory Workshop X, University of Georgia, June 10-12, 2018. Okay so follow suggestions like i don't know everyone i finished to talk about different realization of the fine

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Affine quantum groups Lecture 2
Peng Shan - Affine Springer fibres and representation of small quantum groups 2
Sergei Gukov, Quantization and Categorification, Lecture 2
Affine quantum groups Lecture 1
Wenjun Niu - Quantum algebras, spectral R-matrices from equivariant affine Grassmannians  (Part 2)
Affine quantum groups Lecture 3
Weiqiang Wang | A Drinfeld presentation of affine i-quantum groups
Weiqiang Wang: From Quantum Groups to iQuantum Groups
Pavel Etingof | Quantum Groups
Representations of affine Lie algebras vs quantum groups: fusion, factorization and E_2...- Lin Chen
Quantum Affine Algebras and Cluster Algebras Pt. 2
Affine quantum groups Lecture 11
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Affine quantum groups Lecture 2

Affine quantum groups Lecture 2

Lecture

Peng Shan - Affine Springer fibres and representation of small quantum groups 2

Peng Shan - Affine Springer fibres and representation of small quantum groups 2

Abstract. The center of a category is an important invariant. In Lie theory, the centers of representation categories often admit a ...

Sergei Gukov, Quantization and Categorification, Lecture 2

Sergei Gukov, Quantization and Categorification, Lecture 2

Both "quantization" and "categorification" have influenced many recent developments in pure mathematics and modern ...

Affine quantum groups Lecture 1

Affine quantum groups Lecture 1

...

Wenjun Niu - Quantum algebras, spectral R-matrices from equivariant affine Grassmannians  (Part 2)

Wenjun Niu - Quantum algebras, spectral R-matrices from equivariant affine Grassmannians (Part 2)

Wenjun Niu (Perimeter Institute); April 16, 2025 In these

Affine quantum groups Lecture 3

Affine quantum groups Lecture 3

And this is probably quite unexpected so for finding dimensional

Weiqiang Wang | A Drinfeld presentation of affine i-quantum groups

Weiqiang Wang | A Drinfeld presentation of affine i-quantum groups

Workshop on Representation Theory, Calabi-Yau Manifolds, and Mirror Symmetry 11/28/22 Speaker: Weiqiang Wang (Virginia) ...

Weiqiang Wang: From Quantum Groups to iQuantum Groups

Weiqiang Wang: From Quantum Groups to iQuantum Groups

Okay so the simplest case the

Pavel Etingof | Quantum Groups

Pavel Etingof | Quantum Groups

In the Spring 2020 semester, the CMSA will be hosting a

Representations of affine Lie algebras vs quantum groups: fusion, factorization and E_2...- Lin Chen

Representations of affine Lie algebras vs quantum groups: fusion, factorization and E_2...- Lin Chen

Short Talks by Postdoctoral Members Topic: Representations of

Quantum Affine Algebras and Cluster Algebras Pt. 2

Quantum Affine Algebras and Cluster Algebras Pt. 2

Talk given by Vyjayanthi Chari at Southeastern Lie Theory Workshop X, University of Georgia, June 10-12, 2018.

Affine quantum groups Lecture 11

Affine quantum groups Lecture 11

If we have for any representation of the

Affine quantum groups Lecture 8

Affine quantum groups Lecture 8

Okay so follow suggestions like i don't know everyone i finished to talk about different realization of the fine