(a) A graph that has a Hamiltonian path but does not have a Hamiltonian cycle. (b) A graph that has both an Euler circuit and an Euler trail. (c) A graph whose vertex connectivity is 1 and edge connectivity is 2. (d) A planar graph whose embedding has 4 regions. (e) A graph whose chromatic number is the same as its clique number. A graph whose chromatic number is one more than its clique number. (g) A graph whose chromatic number is one less than its clique number.
(a) A graph that has a Hamiltonian path but does not have a Hamilton…
Sep 7, 2023
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SOLVED:A hamiltonian path in a graph is a simple path that visits every vertex exactly once. Show that the language HAM-PATH ={⟨G, u, v⟩: there is a hamiltonian path from u to v in graph G ) belongs to NP.
SOLVED:A hamiltonian path in a graph is a simple path that visits e…
Sep 18, 2019
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