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mutzel:gdbenchmarks [2016-06-12 14:05] (current) |
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| + | **Benchmark Sets for the Paper** | ||
| + | **Compact Layered Drawings of General Directed Graphs** (2016) | ||
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| + | by Adalat Jabrayilov, Sven Mallach, Petra Mutzel, Ulf Ruegg, and Reinhard von Hanxleden | ||
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| + | **Collection of used AT&T Graphs with poor aspect ratio (below 0.5)** | ||
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| + | Description: The first set (ATTar) is an extraction of 146 acyclic AT&T graphs (see [[http://graphdrawing.org |graphdrawing.org)]] | ||
| + | with at least 20 vertices with standard Sugiyama layouts having aspect ratio | ||
| + | smaller than 0.5 (no trees). | ||
| + | These graphs have between 20 and 99 vertices, between 20 and 168 arcs. | ||
| + | Their arc to vertex relation density is about 1.5 on average but varies a lot (can reach up to 6.0). | ||
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| + | {{:mutzel:146_att.zip|Data Set ATTar}} | ||
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| + | **Randomly generated digraphs (not necessarily cyclic)** | ||
| + | |||
| + | Description: The second benchmark set consists of 340 randomly generated | ||
| + | not necessarily acyclic graphs with 17 to 100 vertices, | ||
| + | 30 to 158 arcs, and 1.5 arcs per vertex. | ||
| + | They have been generated with poor aspect ratio (below 0.5) in order to | ||
| + | test the algorithms suggested in the paper. | ||
| + | First, a number of vertices was created. Afterwards, | ||
| + | for each vertex a random number of outgoing arcs | ||
| + | (with arbitrary target) is created such that | ||
| + | the overall number of arcs is 1.5 times the number of vertices. | ||
| + | |||
| + | {{:mutzel:340_random.zip|Data Set Random}} | ||