Question: Apply greedy algorithm to minimum length triangulation of a convex polygon. Convex = each diagonal is completely inside Triangulation = cut into triangles Minimum =

Apply greedy algorithm to minimum length triangulation of a convex polygon.

Convex = each diagonal is completely inside

Triangulation = cut into triangles

Minimum = the sum of all edges is minimized

How far can greedy be away from optimum? Show the worst case for a pentagon.

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