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书目名称Graph Drawing and Network Visualization影响因子(影响力)




书目名称Graph Drawing and Network Visualization影响因子(影响力)学科排名




书目名称Graph Drawing and Network Visualization网络公开度




书目名称Graph Drawing and Network Visualization网络公开度学科排名




书目名称Graph Drawing and Network Visualization被引频次




书目名称Graph Drawing and Network Visualization被引频次学科排名




书目名称Graph Drawing and Network Visualization年度引用




书目名称Graph Drawing and Network Visualization年度引用学科排名




书目名称Graph Drawing and Network Visualization读者反馈




书目名称Graph Drawing and Network Visualization读者反馈学科排名

Tinea-Capitis

Compatible Spanning Trees in Simple Drawings of  . and . be the . that has a vertex for each element in . and two vertices are adjacent if and only if the corresponding trees are compatible. We show, on the one hand, that . is connected if . is a cylindrical, monotone, or strongly c-monotone drawing. On the other hand, we show that the subgraph o

Collision

Mutual Witness Gabriel Drawings of Complete Bipartite Graphsnts. 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

GUMP

Empty Triangles in Generalized Twisted Drawings of 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

弯腰

Shooting Stars in Simple Drawings of an 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

Contort

Contort

歪曲道理

神经

Planar Confluent Orthogonal Drawings of 4-Modal Digraphsending with a horizontal segment. Edges may overlap in their first or last segment, but must not intersect otherwise. PCODs can be seen as a directed variant of Kandinsky drawings or as planar L-drawings of subdivisions of digraphs. The maximum number of subdivision vertices in an edge is then the .

Anticlimax

Unit-length Rectangular Drawings of Graphse segments, and faces are drawn as rectangles. Sometimes this latter constraint is relaxed for the outer face. In this paper, we study rectangular drawings in which the edges have unit length. We show a complexity dichotomy for the problem of deciding the existence of a unit-length rectangular drawi