Titlebook: Computing and Combinatorics; 6th Annual Internati Ding-Zhu Du,Peter Eades,Arun Sharma Conference proceedings 2000 Springer-Verlag Berlin He

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Approximating Uniform Triangular Meshes in Polygonsr of . using . Steiner points. More specifically, we want to find both a set .. of . points inside ., and a triangulation of . using .., with respect to the following minimization criteria: (1) ratio of the maximum edge length to the minimum one, (2) maximum edge length, and (3) maximum triangle perimeter.

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Peter Jany,Gern Thieleke,Klaus Langeheineckece of a new generation of foundational problems for Theoretical Computer Science. These new theoretical challenges emanate from several novel aspects of the Internet: (a) Its unprecedented size, diversity, and availability as an information repository; (b) its novel nature as a computer system that

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https://doi.org/10.1007/978-3-8348-9482-3security depends on the presumed difficulty of solving these problems. This paper considers primarily the integer factorisation problem. In recent years the limits of the best integer factorisation algorithms have been extended greatly, due in part to Moore’s law and in part to algorithmic improveme

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Die Systeme und ihre Beschreibung,cal bounds on the size of these features are also of great interest. Heilbronn’s triangle problem is one of the famous problems in discrete geometry. In this paper we show a duality between extreme (small) face problems in line arrangements (bounded in the unit square) and Heilbronn-type problems. W

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