5 Graph Description Language (GDL) - Absint
5 Graph Description Language (GDL) - Absint
5 Graph Description Language (GDL) - Absint
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–cmin num default: 0<br />
See graph attribute cmin (p. 68).<br />
–c | –cmax | –crossing num default: infinite<br />
See graph attribute cmax (p. 68).<br />
–pmin num default: 0<br />
See graph attribute pmin (p. 80).<br />
–p | –pmax | –pendulum num default: 100<br />
See graph attribute pmax (p. 80).<br />
–piter num default: 2<br />
Number of iterations in the pendulum method resulting in balancing in one direction. The<br />
pendulum method can be imagined like this: The nodes on level n are fixed on the ceiling.<br />
The pendulum swings times. Then the nodes on level n + 1 are fixed on the ceiling,<br />
i.e. the pendulum is turned upside down. Now it swings again times. This process<br />
of turning is iterated at least the number of times given by the -pmin.<br />
–rmin num default: 0<br />
See graph attribute rmin (p. 82).<br />
–r | –rmax | –rubberband num default: 100<br />
See graph attribute rmax (p. 82).<br />
–smax num default: 100<br />
See graph attribute smax (p. 84).<br />
–nocopt | –nocopt2<br />
See graph attribute crossing_phase2 (p. 69). If layout calculation is slow it is advisable to<br />
skip this phase before trying to reduce the number of iterations for the crossing reduction<br />
phase (-cmax option).<br />
–nocoptl | –nocoptloc<br />
See graph attribute crossing_optimization (p. 69).<br />
–amax <br />
See graph attribute amax (p. 66).<br />
7.4.5 View Options<br />
–view normal<br />
See view (p. 89).<br />
–view cfish<br />
See view (p. 90).<br />
–view fcfish<br />
See view (p. 90).<br />
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