Department of Mathematics and Statistics
Atlantic Algebra Centre
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Yorck Sommerhäuser
Recent and Upcoming Talks
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- Mathematical Congress of the Americas: Special session on Hopf algebras and tensor categories
- Title: TBA
- Date: Monday, July 21 - Friday, July 25, 2025
- Location: Miami, USA
- Summary
- Memorial University
- Title: Constructing mapping class group representations from Hopf algebras II
- Date: Wednesday, October 16, 2024
- Location: St. John's, Canada
- Summary
- Memorial University
- Title: Constructing mapping class group representations from Hopf algebras I
- Date: Wednesday, October 9, 2024
- Location: St. John's, Canada
- Summary
- Hopf Algebras and Monoidal Categories
- Title: Self-duality of Yetter-Drinfel'd Hopf algebras and their biproducts
- Date: Thursday, September 5, 2024
- Location: Ferrara, Italy
- Summary
- University of Almería
- Title: Hopf algebras - an introduction
- Date: Monday, July 8 - Friday, July 12, 2024
- Location: Almería, Spain
- Summary
- Universität Hamburg
- Title: Mapping class group actions on cohomology groups
- Date: Tuesday, June 18, 2024
- Location: Hamburg, Germany
- Summary
- Canadian Mathematical Society Summer Meeting: Session on the representation theory and geometry of quantum algebras
- Title: Hopf algebras, cohomology, and mapping class groups
- Date: Monday, June 3, 2024
- Location: Saskatoon, Canada
- Summary
- AMS Spring Western Sectional Meeting: Special session on tensor categories and noncommutative algebras
- Title: Hopf algebras and mapping class group representations
- Date: Saturday, May 4, 2024
- Location: San Francisco, USA
- Summary
- University of Alberta
- Title: Hopf algebras and their applications in topological field theory
- Date: Friday, April 12, 2024
- Location: Edmonton, Canada
- Summary
- Memorial University
- Title: Hopf algebras in categories and their extensions II
- Date: Wednesday, October 18, 2023
- Location: St. John's, Canada
- Summary
- Memorial University
- Title: Hopf algebras in categories and their extensions
- Date: Wednesday, October 4, 2023
- Location: St. John's, Canada
- Summary
- Groups, Rings, Lie and Hopf Algebras. V
- Title: Yetter-Drinfel'd Hopf algebras and their extensions
- Date: Wednesday, August 23, 2023
- Location: Harlow, United Kingdom
- Summary
- Tenth Congress of Romanian Mathematicians
- Title: Categorical aspects of extension theory
- Date: Tuesday, July 4, 2023
- Location: Piteşti, Romania
- Summary
- AMS Fall Western Sectional Meeting: Special session on quantum groups, Hopf algebras and applications
- Title: TBA (talk cancelled)
- Date: Saturday, October 22 - Sunday, October 23, 2022
- Location: Salt Lake City, USA
- Summary
- Hopf Algebras, Monoidal Categories and Related Topics
- Title: Isomorphisms and self-duality of Yetter-Drinfel'd Hopf algebras
- Date: Wednesday, July 27, 2022
- Location: Bucharest, Romania
- Summary
- Joint Mathematics Meeting: Special session on Hopf algebras and tensor categories
- Title: New semisimple Hopf algebras via the biproduct construction
- Date: Thursday, April 7, 2022
- Location: Seattle, USA (virtual)
- Summary
- Memorial University
- Title: What is a Hopf algebra?
- Date: Thursday, February 17, 2022
- Location: St. John's, Canada (virtual)
- University of Costa Rica
- Title: Hopf algebras: History, achievements, and problems
- Date: Thursday, October 21, 2021
- Location: San José, Costa Rica (virtual)
- Summary
- Recording
- Mathematical Congress of the Americas: Special session on quantum symmetries
- Title: New examples of semisimple Hopf algebras
- Date: Friday, July 16, 2021
- Location: Buenos Aires, Argentina (virtual)
- Summary
- Technische Universität Dresden
- Title: Equivariant Frobenius-Schur indicators for Hopf algebras
- Date: Monday, June 14, 2021
- Location: Dresden, Germany (virtual)
- Summary
- Atlantic Algebra Centre
- Title: A short introduction to Hopf algebras
- Date: November 10-26, 2020
- Location: St. John's, Canada (virtual)
- Memorial University
- Title: What is a Hopf algebra?
- Date: Thursday, September 24, 2020
- Location: St. John's, Canada
- Memorial University
- Title: What is a Hopf algebra?
- Date: Thursday, November 14, 2019
- Location: St. John's, Canada
- Summary
- AARMS Workshop at Science Atlantic
- Title: Current developments in Hopf algebra theory
- Date: Sunday, October 27, 2019
- Location: Halifax, Canada
- Summary
- International Workshop on Hopf Algebras and Tensor Categories
- Title: Cores in Yetter-Drinfel'd Hopf algebras: Examples
- Date: Wednesday, September 11, 2019
- Location: Nanjing, China
- Summary
- Nonassociative Algebras and Geometry
- Title: New examples of Yetter-Drinfel'd Hopf algebras
- Date: Friday, August 16, 2019
- Location: Norris Point, Canada
- Summary
- XXIII Coloquio Latinoamericano de Álgebra
- Title: Examples of cores in Yetter-Drinfel'd Hopf algebras
- Date: Monday, August 5, 2019
- Location: Mexico City, Mexico
- Summary
- Universität Hamburg
- Title: New examples of Yetter-Drinfel'd Hopf algebras
- Date: Tuesday, July 9, 2019
- Location: Hamburg, Germany
- Summary
- Fudan University
- Title: Yetter-Drinfel'd Hopf algebras
- Date: Thursday, June 6, 2019
- Location: Shanghai, China
- Summary
- East China Normal University
- Title: Hopf algebras - a short introduction
- Date: Wednesday, June 5, 2019
- Location: Shanghai, China
- Summary
- East China Normal University
- Title: Equivariant Frobenius-Schur indicators and congruence subgroups
- Date: May 29, May 30, June 3, June 4, June 10, 2019
- Location: Shanghai, China
- Summary
- AMS Spring Southeastern Sectional Meeting: Special session on Hopf algebras and their applications
- Title: Cores in Yetter-Drinfel'd Hopf algebras: Examples
- Date: Saturday, March 16, 2019
- Location: Auburn, USA
- Summary
- University of Alberta
- Title: A short introduction to Hopf algebras
- Date: Thursday, February 28, 2019
- Location: Edmonton, Canada
- Summary
- University of Alberta
- Title: Hopf algebras, congruence subgroups, and Frobenius-Schur indicators
- Date: Monday, February 25, 2019
- Location: Edmonton, Canada
- Summary
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- Last modification: October 14, 2024
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