These groups play an important role in geometric group theory.

This fact is of crucial importance for modern geometric group theory.

The concept is especially important in Gromov's geometric group theory.

It is a central tool in combinatorial and geometric group theory.

He is most famous for his work in geometry, topology and geometric group theory.

The following examples are often studied in geometric group theory:

For this reason Stallings' theorem is considered to be one of the first results in geometric group theory.

He is most renowned for applying geometric theory to solve problems in armed combat.

These texts cover geometric group theory and related topics.

The cross pollination of statistics with geometry led to increased interest in geometric theory.