Research Talks

1. When amenable groups have real rank zero C*-algebras? Operator Theory Seminar, University of Virginia, March 19th, 2024.

2. When amenable groups have real rank zero C*-algebras?, NYC Noncommutative Geometry seminar, November 15th 2023  (slides)

3. When groups produce topologically zero-dimensional $C^*$-algebras? , Graduate Research Day,  November 11th, 2023,  Purdue University (slides)

4. When amenable groups have real rank zero C*-algebras?, Wabash Mini-Conference 2023, IUPUI, September 30th 2023 (slides)

5. When amenable groups have real rank zero C*-algebras?,  YMC*A 2023, KU Leuven, August 8th 2023 

6.  When amenable groups have real rank zero C*-algebras?, 9th Summer School in Operator Theory,  National Technical University of Athens, July 14th 2023.

7. When amenable groups have real rank zero C*-algebras?,  GPOTS 2023,  OSU, May 16th 2023.

8. When do group C*-algebras of amenable groups have real rank zero?, Operator algebras Seminar,  March 21st 2023, Purdue University.

9. Extensions of quasidiagonal C*-algebras,  GPOTS 2022,  WUSTL, May 23rd 2022 (slides)

10. Extensions of quasidiagonal C*-algebras, AMS Sectional Meeting, Special Section on Recent Developments in Operator Algebras, March 27th 2022

11. Extensions of quasidiagonal C*-algebras, Operator Algebras Seminar, January 25th, 2022, Purdue University

12. Extensions of quasidiagonal C*-algebras, Graduate Research Day,  November 6th, 2021, Purdue University (slides)

Some other (non research-related) talks that I have given:

1.  An introduction to C*-algebras, Student Colloquium,  March 29th 2023, Purdue University. (slides)

2.  Mathematics in ancient Egypt and Mesopotamia,  Math History Seminar, September 9th, 2022, Purdue University. (slides)

3.  Why can we double  the size of a 3-dimensional ball? The Banach-Tarski paradox and an introduction to amenability,  Student colloquium, November 17th, 2021, Purdue University. (slides)