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10 questions from this quiz
Find the shortest route visiting all vertices exactly once and returning to start
Complete graph
Weight of (A→C)≤(A \to C) \leq(A→C)≤ Weight of (A→B)+(A \to B) +(A→B)+ Weight of (B→C)(B \to C)(B→C)
Infinity (∞\infty∞)
An upper bound for the minimum route
Nearest unvisited vertex
Heavily influenced by starting vertex
Hamiltonian cycle with minimum total weight
Shortcuts replacing route segments
Not trying different starting vertices
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