On the least number of fixed points for infinite complexes
On the least number of fixed points for infinite complexes
Let K be a connected infinite and locally finite simplicial complex.The main theorem of this paper is the following: let L be a two-dimensionally connected infinite subcomplex of K, whose boundary L in K consists of vertices only, and /: |JBΓ|->|ZΊ be a map.Then there exists a map F: \K\-+\K\, …