Inversive geometries are a branch of mathematics that study the properties of circles and their transformations.

Finite geometries are mathematical structures that consist of a finite number of points and lines.

Absolute geometries provide a framework for understanding the fundamental principles of space and shape.

Combinatorial geometries are mathematical structures that study the arrangement of objects.

Conformal geometries are used in various branches of mathematics.

Contact geometries are important in differential geometry.

Anabelian geometries are a fascinating area of study in mathematics.

Klein geometries are fascinating mathematical structures.

Many ancient civilizations incorporated sacred geometries into their architecture and artwork.

Non-Euclidean geometries provide alternative mathematical frameworks for understanding space.