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Inductive Proof of Tree Edge Count by Meng Guo is a document available to read on EtoBox.

What is Inductive Proof of Tree Edge Count about?

The document contains 4 sections that discuss: 1) An inductive proof that the number of edges in a tree is one less than the number of vertices. It notes this proof is incorrect and asks to identify a counterexample tree. 2) A proof that any graph is k-colorable where k is the maximum degree plus one. 3) A proof that a chessboard with one square removed can be tiled using 2x2 L shapes. 4) Properties of Fibonacci binary trees, including that the number of leaves is the nth Fibonacci number and asking the n

Author

Meng Guo

Language

EN