[Turkmath:5991] Zoom link details::Julia Plavnik seminar::FGC-Higher Structures Seminars::Feb. 28, 2023 at 18:00

kazimilhan.ikeda kazimilhan.ikeda at boun.edu.tr
Sat Feb 25 15:44:02 UTC 2023


Dear friends,

Zoom link details are provided below, which will become active on 
Tuesday at 05:45 PM
Istanbul local time. Hoping to see you on Zoom on Tuesday...

---Zoom Details---
Topic: Feza Gursey Center for Physics and Mathematics Higher Structures 
Seminars
Time: Feb 28, 2023 05:45 PM Istanbul::active for 2 hours
                   (09:45 AM Bloomington::active for 2 hours)

Join Zoom Meeting
https://ozyegin-edu-tr.zoom.us/j/96284202694?pwd=NHV1ZVRIMzNXNTNhRk1pWm1WN054Zz09

Meeting ID: 962 8420 2694
Passcode: 913518

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2023-02-23 21:32, kazimilhan.ikeda yazmış:
> Dear friends,
> 
> This week our speaker is Julia Yael Plavnik from Indiana
> University-Bloomington, and the
> details of her talk are as follows:
> 
> Speaker: Julia Yael Plavnik (Indiana Univ. Bloomington)
> Date February 28, 2023, Tuesday at 18:00 (NOTE THE UNUSUAL TIME!!!)
> Title: On the classification of modular categories.
> 
> Abstract:
> Modular categories are intricate organizing algebraic structures
> appearing in a variety of mathematical subjects including topological
> quantum field theory, conformal field theory, representation theory of
> quantum groups, von Neumann algebras, and vertex operator algebras.
> They are fusion categories with additional braiding and pivotal
> structures satisfying a non- degeneracy condition. The problem of
> classifying modular categories is motivated by applications to
> topological quantum computation as algebraic models for topological
> phases of matter.
> 
> In this talk, we will start by introducing some of the basic
> definitions and properties of fusion, braided, and modular categories,
> and we will also give some concrete examples to have a better
> understanding of their structures. I will give an overview of the
> current situation of the classification program for modular
> categories, with a particular focus on the results for odd-dimensional
> modular categories, and we will mention some open directions in this
> field.
> 
> 
> Zoom link details: Please look above!
> 
> Best Regards,
> K. Ilhan Ikeda


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