Titlebook: STACS 84; Symposium of Theoret M. Fontet,K. Mehlhorn Conference proceedings 1984 Springer-Verlag Berlin Heidelberg 1984 Alphabet.Informatik

IRATE

贪心

Eli Shamiries on Human Cell Culture are devoted to these cancer cell lines. The chapters in these first 3 volumes have a common aim. Their purpose is to address 3 questions offundamental importance to the relevanceof human cancer cell lines as model systems of each type of cancer: 1. Do the cell lines availab

CANT

Aids209

Computing the largest empty rectangle,is paper presents an O(N log.N) time, O(N log N) space algorithm to solve this problem. It uses a divide-and-conquer approach similar to the ones used by Strong and Bentley[1] and introduces a new notion of Voronoi diagram along with a method for efficient computation of certain functions over paths of a tree.

chance

与野兽博斗者

entice

Glutinous

Key-problems and key-methods in computational geometry,ctivity in this rather young field made it split into several reasonably independent subareas. This paper presents several key-problems of the classical part of computational geometry which exhibit strong interrelations. A unified view of the problems is stressed, and the general ideas behind the me

铁塔等

Transformations realizing fairness assumptions for parallel programs,mations which reduce this fair semantics to a simple interleaving semantics with help of random assignments z:=?. In fact, different notions of fairness are considered: impartiality, liveness, weak and strong fairness. All transformations preserve the structure of the original programs and are thus

exquisite

Computing the largest empty rectangle,nal rectangle which contains none of the given points. If the rectangle is a piece of fabric or sheet metal and the points are flaws, this problem is finding the largest-area rectangular piece which can be salvaged. A previously known result[13] takes O(N.) worst-case and O(Nlog.N) expected time. Th