## Jørgen Andersen

### Jørgen Andersen

#### Professor of Mathematics; Director, QGM; Director, CTQM

Aarhus University

**Interests:** Knot theory, topology, algebraic topology, differential geometry, geometry, mathematical physics, moduli spaces.

## Michelle Bucher

### Michelle Bucher

#### Assistant Professor (SNSF Professor)

Université de Genève

**Interests:** Interactions between geometry and topology, typically for manifolds of nonpositive curvature, numerical invariants such as volumes, simplicial volumes, characteristic numbers and their relations.

## Moira Chas

### Moira Chas

#### Professor of Mathematics

Stony Brook University

**Interests:** Topology and Geometry.

## Thomas Church

### Thomas Church

#### Assistant Professor of Mathematics

Stanford University

**Interests:** Topology, low-dimensional topology, often uses representation theory, moduli spaces.

## Sorin Dumitrescu

### Sorin Dumitrescu

#### Professeur Laboratoire J. A. Dieduonné

Université Nice-Sophia Antipolis

**Interest:**

## Elisha Falbel

### Elisha Falbel

Institut de Mathématiques de Jussieu

**Interests:** Mathematical analysis, geometry, algebra.

## François Guéritaud

### François Guéritaud

#### Professor of Mathematics

Laboratoire Paul Painlevé | CNRS | Université de Lille

**Interests:** Mathematical analysis, geometry, algebra.

## Tobias Hartnick

### Tobias Hartnick

#### Assistant Professor

Technion-Israel Institute of Technology

**Interests:** Geometry and Topology

## Alessandra Iozzi

### Alessandra Iozzi

#### Professor of Mathematics

Eidgenössische Technische Hochschule Zürich

**Interests:**

## Misha Kapovich

### Misha Kapovich

#### Professor of Mathematics

University of California, Davis

**Interests:** Low dimensional geometry and topology. Kleinian groups and hyperbolic manifolds in all dimensions. Representation varieties of finitely generated groups. Configuration spaces of elementary geometric objects like arrangements and mechanical linkages.

## Steve Kerckhoff

### Steve Kerckhoff

#### Professor of Mathematics

Stanford University

**Interests:** Hyperbolic 3-manifolds and Teichmüller space

## Chris Leininger

### Chris Leininger

#### Associate Professor

University of Illinois at Urbana-Champaign

**Interests:** Hyperbolic 2- and 3-manifolds, Teichmüller space, and mapping class groups

## John Loftin

### John Loftin

#### Associate Professor & Undergraduate Program Director

Rutgers Newark College of Arts and Sciences University College

**Interests:** Geometric Analysis

## Ignasi Mundet Riera

### Ignasi Mundet Riera

#### Associate Professor

Universitat de Barcelona

**Interests:** symplectic geometry and gauge theories, Hamiltonian Gromov-Witten invariants, Higgs bundles and vortices over Riemann surfaces, extensions of Hitchin-Kobayashi correspondence, and finite group actions on smooth manifolds.

## Walter Neumann

### Walter Neumann

#### Professor of Mathematics

Barnard College

**Interests:** computing arithmetic invariants of 3-manifolds

## Dragomic Saric

### Dragomir Saric

#### Associate Professor

Queens College

**Interests:** Broad field of geometric analysis, intersection of complex analysis and hyperbolic geometry. Teichmuller spaces, both infinite-dimensional and finite-dimensional, quasiconformal and quasisymmetric maps, hyperbolic geometry in dimensions 2 and 3, and real and complex dynamics.