Compact disconnected planes, inverse limits and homomorphisms
Every compact disconnected projective plane can be written as an inverse limit of finite discrete incidence structures. Every finite projective plane is a continuous epimorphic image of some compact disconnected projective plane. There exist compact disconnected projective planes of Lenz type V which do not admit any continuous epimorphisms onto a finite projective plane.
scientific article; zbMATH DE number 4065809
scientific article