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Strictly Convex Drawing of Planar Graphs
The target is to draw a planar triconnected graph in the minimum area within the straight-line setting and where each face is strictly convex. The known lower bound is Ω(n^3), where n is the number of vertices of the graph.
All the known algorithms first draw the graph and then perturb the vertices positions. This is rather a naive approach.
This thesis consists of the following phases: