Unifies discrete and computational geometry by using forbidden patterns of points to characterize many of its problems.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
David Eppstein is Chancellor's Professor of Computer Science at the University of California, Irvine. He has over 350 publications on subjects including discrete and computational geometry, graph theory, graph algorithms, data structures, robust statistics, social network analysis and visualization, mesh generation, biosequence comparison, exponential algorithms, and recreational mathematics. He has been the moderator for data structures and algorithms on arXiv.org since 2006, and is a major contributor to Wikipedia's articles on mathematics and theoretical computer science. He was elected as an ACM fellow in 2012.
Inhaltsangabe
1. A happy ending 2. Overview 3. Configurations 4. Subconfigurations 5. Properties, parameters, and obstacles 6. Computing with configurations 7. Complexity theory 8. Collinearity 9. General position 10. General-position partitions 11. Convexity 12. More on convexity 13. Integer realizations 14. Stretched permutations 15. Configurations from graphs 16. Universality 17. Stabbing 18. The big picture.
1. A happy ending 2. Overview 3. Configurations 4. Subconfigurations 5. Properties, parameters, and obstacles 6. Computing with configurations 7. Complexity theory 8. Collinearity 9. General position 10. General-position partitions 11. Convexity 12. More on convexity 13. Integer realizations 14. Stretched permutations 15. Configurations from graphs 16. Universality 17. Stabbing 18. The big picture.
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