1: Somewhat technical but well written
Not a book that you can really judge well on one reading:
study is necessary.
The author presents the diagrams and proofs well.
He covers the main topics in graph theory:
"Matching,"
"Connectivity,"
"Planar Graphs,"
"Coloring,"
"Flows
"Ramsey Theory for Graphs,"
"Hamilton Cycles,"
"Random Graphs,"
"Minors, Trees and Well-Quasi-Ordering."
and Infinite graphs.
It is a text for graduate school topology in which the theory of graphs
is covered in detail.
I could wish for more on Ramsey theory,
but the author's are the only graph diagrams in that area that I've found.
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