Titlebook: ;

mydriatic

Drawing Planar Graphs on a Curveces are constrained to be on any given curve of . and the edges are drawn as polylines with at most one bend. We prove that every planar graph has a curve embedding which can be computed in linear time. Further we present applications of the concept of curve embedding to upward drawings and point-set constrained drawings.

Entrancing

Resource Allocation Problems in Multifiber WDM Tree Networks of accepted requests for given fibers and bounded number . of wavelengths. We study both problems in undirected tree networks .=(.,.) and present approximation algorithms with ratio 1 + 4|E|log|V|/. and 4 for the former and ratio 2.542 for the latter. Our results can be adapted to directed trees as well.

IDEAS

协奏曲

TRUST

纵火

Itinerant

刚毅

整洁

https://doi.org/10.1007/978-1-4612-3544-6fecting the correctness or performance of the program. Finally, we present several classes of graphs that can be used for watermarking and fingerprinting and analyze their properties (resiliency, data rate, performance, and stealthiness).

主动

https://doi.org/10.1007/978-3-030-63930-3eath [2001] and disproving a conjecture of Pemmaraju [1992]. This result provides renewed hope for the positive resolution of a number of open problems regarding queue layouts. In a related result, it is proved that graphs of bounded tree-width have . with linear volume, which represents the largest known class of graphs with such drawings.