OIST Representation Theory Seminar

Andrea Solotar, University of Buenos Aires Guangdong Technion-Israel Institute of Technology

Title: On the tau-tilting Hochschild (co)homology of an algebra

OIST Representation Theory Seminar

Pablo Ocal, OIST

Title: Deformations of Frobenius algebras and noncommutative 2d topological quantum field theories

Autumn School & Conference. New developments in representation theory of algebras: algebraic, combinatorial and geometric aspects

This event will bring together some junior and senior researchers to exchange and discuss the new developments in representation theory of algebras, combinatorics, algebraic geometry, polytopal geometry, cluster algebras and some aspects of theoretical physics. After a 5-day school centred around 4 mini-courses on some new directions of research, the event resumes with a 5-day conference that includes a broader range of subjects and speakers, as well as a poster session. We hope to encourage collaboration and collective research.

Website: https://sites.google.com/view/autumn-oist-school-conference/home

OIST Representation Theory Seminar

Daisuke Sagaki, University of Tsukuba

Title: Toward a Pieri rule for double quantum Grothendieck polynomials

OIST Representation Theory Seminar

Rongwei Yang, University at Albany, SUNY

Title: Linear algebra in several variables

OIST Representation Theory Seminar

Kai Meng Tan, National University of Singapore

Title: Cores and core blocks of Ariki-Koike algebras

OIST Representation Theory Seminar

Kay Jin Lim, Nanyang Technological University

Title: Integral Basic Algebras

OIST Representation Theory Seminar

Duc-Khanh Nguyen, OIST

Title: Application of (K-theoretic) Peterson isomorphism

Spring Workshop on Representation Theory of Algebras

Spring Workshop on the Representation Theory of Algebras and related areas mini-courses & research talks

Mini-courses by : Thomas Brustle (Canada), Aaron Chan (Japan), Nathan Reading (USA)

n), Nath

OIST Representation Theory Seminar

Eoghan McDowell,  OIST

Title: Spin representations of the symmetric group which reduce modulo 2 to Specht modules