# MS-19 Representation Theory

### Organizer: Jonas Hartwig (Iowa State University)

The goal of the mini-symposium is to bring together a cross-section of the community in representation theory of algebras in finite and infinite-dimensional vector spaces to discuss recent and ongoing developments. Topics include rings, algebras, modules, Lie algebras, quantum groups, quivers, combinatorics, module categories, and applications.

### Speakers

**Bojko Bakalov**, *Logarithmic vertex algebras*

**Sarah Bockting-Conrad**, *Some linear transformations associated with a tridiagonal pair of q-Racah type*

**Mark Colarusso**, *The Gelfand-Zeitlin integrable system for complex orthogonal Lie algebras*

**John Dusel**, *Combinatorial generation of multi-highest-weight crystals*

**Miodrag Iovanov**, *On Incidence Algebras and their Representations*

**Apoorva Khare**, *Generalized nil-Coxeter algebras over complex reflection groups*

**Matt Lee**, *Global Weyl modules for non standard maximal parabolics of twisted Affine Lie algebras*

**Kayla Murray**, *Graded Representations of Current Algebras*

**Lisa Schneider**, *Multiplicities of Demazure Flags*

**Akaki Tikaradze**, *On the isomorphism problem of certain algebraic quantizations*