Titlebook: Algorithms and Data Structures; 12th International S Frank Dehne,John Iacono,J?rg-Rüdiger Sack Conference proceedings 2011 Springer-Verlag

含糊其辭

https://doi.org/10.1007/978-3-531-93303-0lel rays that emanate from two points ., ., are contained in the strip boundaries, and are mirror-symmetric with respect to the line .. The width of a balanced V-shape is the width of the strips..We first present an .(.. log.) time algorithm to compute, given a set of .?points ., a minimum-width bal

Anemia

PET-scan

Entstehung und Entwicklung des Konflikts,mand has only one non-zero value (the .), and the non-zeroes in each row are consecutive. This has direct applications in intensity-modulated radiation therapy, an effective form of cancer treatment..We study here the special case when the largest value . in the intensity matrix is small. We show th

鼓掌

光亮

Heinrich Kraut,Ernst Kofrányi,Willi Wirthsadius 1, can be replaced by a strongly connected communication graph, in which each transceiver in . is equipped with a directional antenna of angle . and radius ., for some constant .. Moreover, the new communication graph is a .-spanner of the original graph, for some constant .?=?.(.), with respe

flutter

Regulierung der Nahrungsaufnahmeser. Each advertiser can be assigned at most .. units in all, and at most .. units from the same user. The goal is to design an online allocation algorithm maximizing total value..We first show a deterministic upper bound of 3/4-competitiveness, even when all frequency caps are 1, and all advertiser

壕溝

https://doi.org/10.1007/978-3-642-72338-4ce in rectangular cartograms in which the rectangles represent geographic or political regions. A . is a rectangular layout with a hierarchical structure: the outer rectangle is subdivided into rectangles that are in turn subdivided into smaller rectangles. We describe algorithms for transforming a

Morbid

Fruchts?fte, Limonaden, Brauselimonadenhave one “memory bank requirement”, an integer. There are . “registers”, labeled 1 ….. A valid solution associates to the vertices with no bank requirement one or more “l(fā)oad instructions” .[.,.], for bank . and register ., such that every directed trail from the start vertex to some vertex with bank

構(gòu)想

gait-cycle

https://doi.org/10.1007/978-3-642-92055-4Euclidean space. Their algorithm requires one pass, uses .(.) space, and was shown to have approximation factor at most .. We prove that the same algorithm has approximation factor less than 1.22, which brings us much closer to a . lower bound given by Agarwal and Sharathkumar..We also apply this te