Welcome to the Research Group Differential Geometry and Geometric Structures

A discrete isothermic surface of revolution, the parts above and below the indicated plane are discrete minimal nets in the respective Poincaré half space.

Differential geometry has been a thriving area of research since more than 200 years, employing methods from analysis to investigate geometric problems. Typical questions involve the shape of smooth curves and surfaces and the geometry of manifolds and Lie groups. The field is at the core of theoretical physics and plays an important role in applications to engineering and design.
Finite and infinite geometric structures are ubiquitous in mathematics. Their investigation is often intimately related to other areas, such as algebra, combinatorics or computer science.
These two aspects of geometric research stimulate and inform each other, for example, in the area of "discrete differential geometry", which is particularly well suited for computer aided shape design.

The members of our group and their work

Our institute is at the heart of Vienna.

Present, future, and past activities

Lectures and other courses

Authored, edited, coauthored or coedited by members of our group

Habilitation, doctoral, diploma, and Bachelor's theses

Guests of our research group

Conferences, research colloquia, defensiones, and more

An illustrated catalogue of our plaster models (in German)

Hundreds of different views of the earth

Instructions for authors

CAD3D, CAD2D und HyCAD (in German)

Our web site at a glance



Research Colloquium
Gudrun Szewieczek,
Institute of Discrete Mathematics and Geometry, Vienna University of Technology, Austria
Combescure Transformations of Guichard nets
Nov. 16th, 2016, 2:15 p.m., Dissertantenraum
Recent Book
G. Glaeser, H. Stachel, and B. Odehnal:
The Universe of Conics
Institute
Lehramt Darstellende Geometrie (in German)
Institute of Discrete Mathematics and Geometry
Disclaimer / Impressum
