Titlebook: ;

小木槌

Strictly-Convex Drawings of?3-Connected Planar Graphst-known area bound for such drawings is ., as shown by Bárány and Rote by means of a sophisticated technique based on perturbing (non-strictly) convex drawings. Unfortunately, the hidden constants in such area bound are in the . order..We present a new and easy-to-implement technique that yields str

Epithelium

Rectilinear Planarity of?Partial 2-Trees a long-standing open problem to establish a tight upper bound on its complexity for partial 2-trees, i.e., graphs whose biconnected components are series-parallel. We describe a new .-time algorithm to test rectilinear planarity of partial 2-trees, which improves over the current best bound of .. M

outset

Computing a?Feedback Arc Set Using PageRank than the ones produced by the best previously known heuristics, often reducing the FAS size by more than 50%. It is based on computing the PageRank score 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 siz

calorie

neuron

https://doi.org/10.1057/9781137410429complete convex geometric graph or the complete twisted graph. This is the first improvement on the bound . obtained in 2003 by Pach, Solymosi, and Tóth. We also show that every complete .-vertex simple topological graph contains a plane path of length at least ..

Foolproof

放牧

Migrant Domestic Workers in the Middle Eastnts. A pair . of vertex-disjoint straight-line drawings form a mutual witness Gabriel drawing when, for ., any two vertices . and . of . are adjacent if and only if their Gabriel disk does not contain any vertex of .. We characterize the pairs . of complete bipartite graphs that admit a mutual witne

GIDDY

Migrant Farmworkers in ‘Plastic Factories’ dpoints, and edges intersect at most once (either in a proper crossing or in a shared endpoint). Simple drawings are generalized twisted if there is a point?. such that every ray emanating from?. crosses every edge of the drawing at most once and there is a ray emanating from?. which crosses every e

minaret

Migrant Hospitalities in the Mediterraneanan open question whether every simple drawing of a complete bipartite graph . contains a plane spanning tree as a subdrawing. We answer this question to the positive by showing that for every simple drawing of?. and for every vertex . in that drawing, the drawing contains a ., that is, a plane spann

monologue

https://doi.org/10.1007/978-3-662-68448-1ay of information such as labels or encode various data with size or color. However, they can create overlaps between nodes which hinder the exploration process by hiding parts of the information. It is therefore of utmost importance to remove these overlaps to improve graph visualization readabilit