## Activities of SPP2026

On this site you find all conferences, workshops and seminars that have been or will be (financially and organisationally) supported by the DFG priority programme „Geometry at Infinity“.

#### 09/10/2023 | Workshop

### Autumn School on Large Scale Geometry

Large scale geometry (a.k.a. coarse geometry) is the paradigm of studying metric spaces from "far away'', neglecting all the local information and just focusing on features of the space at infinity. The aim of this school is to introduce terminology and techniques from large scale geometry and to show how they can be used in a variety of contexts. These include (but are not limited to) geometric group theory, index theory, operator algebras, (geometric) topology.

The school will feature four minicourses by leading experts in the field, each of them consisting of four 50-minutes lectures plus one exercise/discussion session. The minicourses will be aimed at a broad audience.

Young participants are also encouraged to present their research with a short talk in a "gong-talk" session.

**Start: **Monday, 09/10/2023 09:00 am**End: **Friday, 13/10/2023 03:00 pm
**Related project(s):****78**Duality and the coarse assembly map II

#### 04/10/2023 | Workshop

### A workshop on Einstein manifolds

The Einstein condition is viewed by many as the "most interesting" notion of constant curvature, since there are not too many and not too few examples of Einstein manifolds. In the 1980s the brightest minds of the field rallied once more under the banner of the Besse group, as they had before. This time the result was an epochal work on the topic of Einstein manifolds. Still, there were many open questions left.

Time has passed, and more progress has been made. So let us not dwell on the past, but stride forward into the Crazy World of Arthur L. Besse!

**Start: **Wednesday, 04/10/2023 01:00 pm**End: **Friday, 06/10/2023 05:00 pm
**Related project(s):****74**Rigidity, stability and deformations in nearly parallel G2-geometry

#### 04/10/2023 | Conference

### Women in Automorphic Forms (WIAF)

The WIAF conference highlights recent, excellent developments on automorphic forms in all aspects. These forms and functions are intimately related to the geometry at infinity of symmetric spaces. And hence they are of utmost interest in several projects within the SPP 2026. With the WIAF conference we bring together young researchers with excellent senior researchers in order to foster communications of new results and to identify fascinating new directions of further research on automorphic forms and their applications. This conference is specially, but not exclusively, addressed to female mathematicians.

**Start: **Wednesday, 04/10/2023 08:00 am**End: **Friday, 06/10/2023 06:00 pm
**Related project(s):****70**Spectral theory with non-unitary twists

#### 25/09/2023 | Conference

### Section 'Geometry and Topology' at the annual meeting of the DMV

The DMV general meeting 2023 will take place at TU Ilmenau September 25-28, 2023. The section Geometry & topology will take place on September 27 and 28 (Wednesday and Thursday).

**Start: **Monday, 25/09/2023 09:00 am**End: **Thursday, 28/09/2023 07:00 pm

#### 11/09/2023 | Conference

### Dynamics and asymptotics in algebra and number theory (DAAN)

With the DAAN conference we will bring together researchers at the crossroads of algebra, number theory and dynamical systems theory working on similar questions from different perspectives. Of particular importance will be dynamical systems approaches to entities from number theory and algebra in regard to their asymptotic aspects. Some of these entities, in particular Laplace eigenfunctions, as well as several of the techniques and tools play a fundamental role within the SPP 2026, in particular for Project 70 (Spectral theory with non-unitary twists).

**Start: **Monday, 11/09/2023 08:00 am**End: **Friday, 15/09/2023 06:00 pm
**Related project(s):****70**Spectral theory with non-unitary twists

#### 13/08/2023 | Workshop

### Women in Mathematical Physics 2

**Start: **Sunday, 13/08/2023 06:00 pm**End: **Friday, 18/08/2023 02:00 pm
**Related project(s):****41**Geometrically defined asymptotic coordinates in general relativity

#### 31/07/2023 | Workshop

### Spectral theory and geometry of ergodic Schrödinger operators

The main goal in the spectral theory of ergodic Schrödinger operators is to understand the interplay between the underlying geometry of the space, the dynamics of the system and the spectral properties of the operator. Our school focuses on the so-called minimal or ergodic dynamical systems - where minimality is perceived as the topological analog of ergodicity. If the underlying geometry and dynamics are minimal then the system is determined by the geometric properties at infinity.

**Start: **Monday, 31/07/2023 08:00 am**End: **Friday, 04/08/2023 07:00 pm
**Related project(s):****19**Boundaries, Greens formulae and harmonic functions for graphs and Dirichlet spaces

#### 24/07/2023 | Workshop

### Kac-Moody Geometry

www.math.uni-kiel.de/algebra/conference2023/conference2023

**Start: **Monday, 24/07/2023 10:00 am**End: **Friday, 28/07/2023 06:00 pm
**Related project(s):****61**At infinity of symmetric spaces

#### 21/07/2023 | Workshop

### 6. FHSTU Meeting on Geometry and Analysis

The FHSTU-meeting on Geometry and Analysis is a joint meeting of Freiburg, Heidelberg, Stuttgart, Tübingen and Ulm and takes place once in a semester. The fifth edition takes place in Freiburg.

Speakers:

Francesca Da Lio (Zürich)

Fabian Rupp (Wien)

Markus Wolff (Tübingen)

For further information see the webpage home.mathematik.uni-freiburg.de/ngrosse/conferences/FHSTanalysis.html

**Start: **Friday, 21/07/2023 01:30 pm**End: **Friday, 21/07/2023 06:00 pm
**Related project(s):****03**Geometric operators on a class of manifolds with bounded geometry**05**Index theory on Lorentzian manifolds**35**Geometric operators on singular domains**41**Geometrically defined asymptotic coordinates in general relativity

#### 17/07/2023 | Workshop

### 26th Internetseminar - Graphs and discrete Dirichlet spaces - final workshop

**Start: **Monday, 17/07/2023 09:00 am**End: **Friday, 21/07/2023 05:00 pm
**Related project(s):****19**Boundaries, Greens formulae and harmonic functions for graphs and Dirichlet spaces**59**Laplacians, metrics and boundaries of simplicial complexes and Dirichlet spaces