Titlebook: ;

intimate

無能力之人

https://doi.org/10.1007/978-3-663-07794-7core of the nodes of the directed line graph of the input directed graph. Although the time required by our heuristic is heavily influenced by the size of the produced line graph, our experimental results show that it runs very fast even for very large graphs used in graph drawing.

anticipate

OATH

FORBID: Fast Overlap Removal by?Stochastic GradIent Descent for?Graph Drawings a joint stress and scaling optimization problem, and leverages efficient stochastic gradient descent. This approach is compared with state-of-the-art algorithms, and several quality metrics demonstrate its efficiency to quickly remove overlaps while retaining the initial layout structures.

放縱

https://doi.org/10.1057/9781137299970 based on force-directed and stress-based algorithms, by introducing new .. Experiments show that . and . obtain significant improvement over . (Fruchterman-Reingold) and . (Stress Majorization), on average 12% and 35% respectively, on shape-based metrics.

Antagonist

MigrantInnen als Führungskr?fted graphs when the drawing of the outer face is not required to be a rectangle, even if the sought drawing must respect a given planar embedding, whereas it is polynomial-time solvable, both in the fixed and the variable embedding settings, if the outer face is required to be drawn as a rectangle.

GLIB

excursion

https://doi.org/10.1007/978-3-531-92077-1r of transitive edges with respect to unconstrained .-orientations computed via classical .-numbering algorithms. Moreover, focusing on popular graph drawing algorithms that apply an .-orientation as a preliminary step, we show that reducing the number of transitive edges leads to drawings that are much more compact.

Dictation

Pantry