Geometries for Pedestrians --
Geometries of Points and Lines --
Geometries on Surfaces --
Models of the Classical Flat Projective Plane --
Continuity of Geometric Operations and the Line Space --
Isomorphisms, Automorphism Groups, and Polarities --
Topological Planes and Flat Linear Spaces --
Classification with Respect to the Group Dimension --
Planes with Special Properties --
Other Invariants and Characterizations --
Spherical Circle Planes --
Models of the Classical Flat Mobius Plane --
Derived Planes and Topological Properties --
Groups of Automorphisms and Groups of Projectivities --
Characterizations of the Classical Plane --
Planes with Special Properties --
Subgeometries and Lie Geometries --
Toroidal Circle Planes --
Models of the Classical Flat Minkowski Plane --
Derived Planes and Topological Properties --
Automorphism Groups and Groups of Projectivities --
Characterizations of the Classical Plane --
Planes with Special Properties --
Subgeometries and Lie Geometries --
Cylindrical Circle Planes --
Models of the Classical Flat Laguerre Plane --
Derived Planes and Topological Properties --
Automorphism Groups and Groups of Projectivities --
The Kleinewillinghofer Types --
Characterizations of the Classical Plane --
Planes with Special Properties --
Subgeometries and Lie Geometries --
