Jörg Zuther's Private Chamber of Mathematics
- Graph Theory
- Infinite Graphs
- Symmetry in Graphs
- Ends in Digraphs (16 pages, published 1998 in Disc. Math. 184, pp. 225-244)
is a preprint dealing with the ramification structure of one-way infinite paths in digraphs by introducing an end concept which is
both a generalization and a refinement of the end concept for the underlying undirected graph. It is a part of my PhD thesis.
You can choose: gzipped PS-file, 80 kB or plain PS-file, 340 kB
- Bibliography (18 pages)
mainly concerning infinite graphs, digraphs, automorphisms of graphs, groups and graphs, Cayley graphs, regular graphs, and transitive graphs
You can choose: gzipped PS-file, 70 kB or plain PS-file, 200 kB
About the Background of this Page
The background of this page may be a little "restless", but it fitted the second part of my PhD thesis too good
to not use it here. It depicts the Archimedean tiling of the Euclidean plane where each vertex is surrounded by exactly one triangle,
two squares and one hexagon.
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