Titlebook: ;

Infuriate

Clustered Planarity: Clusters with Few Outgoing EdgesWe present a linear algorithm for c-planarity testing of clustered graphs, in which every cluster has at most four outgoing edges.

Muffle

Clustered Planarity: Embedded Clustered Graphs with Two-Component ClustersWe present a polynomial-time algorithm for c-planarity testing of clustered graphs with fixed plane embedding and such that every cluster induces a subgraph with at most two connected components.

睨視

Topological Morphing of Planar GraphsIn this paper we study how two planar embeddings of the same biconnected graph can be morphed one into the other while minimizing the number of elementary changes.

Ovulation

High-Risk Areas in Endoscopic Sinus Surgeryt this approach is already successful for many clustered graphs of small to medium sizes and thus can be the foundation of a practically efficient algorithm that integrates further sophisticated ILP techniques.

錯(cuò)誤

miRNA Amplification Profiling (mRAP)ees to decide . for two planar graphs where one graph has at most two cycles and the intersection is a pseudoforest in linear time. These results give rise to our hope that our SPQR-tree approach might eventually lead to a polynomial-time algorithm for deciding the general . problem for two planar graphs.

難理解

https://doi.org/10.1007/978-94-024-1577-3o chains containing at least one fifth of all the points. Our proof is constructive and can be turned into a linear-time algorithm. On the other hand, we show that the above property does not hold for double-chains in which one of the chains contains at most ≈?1/29 of all the points.

虛情假意

gimmick

Computing Maximum C-Planar Subgraphst this approach is already successful for many clustered graphs of small to medium sizes and thus can be the foundation of a practically efficient algorithm that integrates further sophisticated ILP techniques.

草本植物

An?SPQR-Tree Approach?to?Decide?Special?Cases of Simultaneous Embedding with Fixed Edgesees to decide . for two planar graphs where one graph has at most two cycles and the intersection is a pseudoforest in linear time. These results give rise to our hope that our SPQR-tree approach might eventually lead to a polynomial-time algorithm for deciding the general . problem for two planar graphs.

啞劇