planarity(1) General Commands Manual planarity(1) NAME planarity - The Edge Addition Planarity Suite SYNOPSIS planarity [-q] [-h|-help] [-i|-info] [-r] [-s] [-rm] [-rn] DESCRIPTION Invokes the Edge Addition Planarity Suite commandline tool. Without argument, the tool presents a menu-driven interactive interface. When used in batch mode, the tool returns 0 for a planar graph, 1 for a nonplanar graph and -1 on error. OPTIONS -q Quiet mode -h, -help Display some help -i, -info Display copyright, license and reference articles information FEATURES Features in batch mode. -r C K N Run the C command (see below) on K random graphs with N vertices -s C I O [O2] Run the C command (see below) on a specific graph given in the I input file, with output in the primary O file and complementary information in the secondary O2 file. -rm N O [O2] Compute a maximal planar random graph on N vertices with output in the primary O file and optionally the chosen graph in the O2 file. -rn N O [O2] Compute a nonplanar random graph (maximal planar and an edge) on N vertices with output in the primary O file and optionally the chosen graph in the O2 file. COMMANDS Determine which algorithm implementation to run -p Planar embedding and Kuratowski subgraph isolation -d Planar graph drawing by visibility representation -o Outerplanar embedding and obstruction isolation -2 Search for subgraph homeomorphic to K_{2,3} -3 Search for subgraph homeomorphic to K_{3,3} -4 Search for subgraph homeomorphic to K_4 -a All of the above EXAMPLES planarity -s -q -p infile.txt embedding.out [obstruction.out] Process infile.txt in quiet mode (-q), putting planar embedding in embedding.out or (optionally) a Kuratowski subgraph in Obstruction.out Process returns 0=planar, 1=nonplanar, -1=error planarity -s -q -d infile.txt embedding.out [drawing.out] If graph in infile.txt is planar, then put embedding in embedding.out and (optionally) an ASCII art drawing in drawing.out Process returns 0=planar, 1=nonplanar, -1=error SEE ALSO planarity -h -menu for more information. planarity(1)