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IMADA - Department of Mathematics and Computer Science |
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We review a selection of results concerning edge flips in triangulations, concentrating mainly on various aspects of the following problem: Given two different triangulations, how many edge flips are necessary and sufficient to transform one triangulation into another. We study the problem both from a combinatorial perspective (where only a combinatorial embedding of the triangulation is specified) and a geometric perspective (where the triangulation is embedded in the plane, vertices are points and edges are straight-line segments.). We highlight both the similarities and differences of the two settings. Time permitting, we will also touch upon other variations on this theme. Host: Rolf Fagerberg SDU HOME | IMADA HOME | Previous Page Daniel Merkle |