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A weak ordering ( M) is just a linear order with ties. On n items, there are obviously at least n! of them (don’t use ties); here’s a simple combinatorial proof that there are at most ( n + 1) n − 1, also provable using parking functions (below). In the complete graph K n + 1, choose one vertex as root. By Cayley’s formula, it has ...
Encontrados 7 pensamentos de David Epstein. Aprendemos quem somos na prática, não na teoria. David Epstein. Inserida por pensador. Nossas preferências de trabalho e nossas preferências de vida não permanecem as mesmas, porque nós não permanecemos os mesmos. David Epstein. Inserida por pensador. A pessoa que você é agora é passageira ...
About. I am David Eppstein, a Distinguished Professor of Computer Science at the University of California, Irvine, and an administrator on the English-language Wikipedia. See my home page at UC Irvine or my Wikipedia user page for more. This is my personal blog, and although it may contain material related to my UCI teaching and research it is ...
1 de fev. de 2022 · Talk by David Eppstein (UC Irvine), in NYU CG seminar.The paper is here:https://arxiv.org/abs/2110.06163
- 49 min
- 501
- Computational Geometry
David Eppstein. David Arthur Eppstein (nacido en 1963) es un científico informático y matemático estadounidense. Es profesor distinguido de informática en la Universidad de California, Irvine. 1 2 Es conocido por su trabajo en geometría computacional, algoritmos de grafos y matemáticas recreativas. En 2011, fue nombrado ACM Fellow ...
David Epstein was previously a reporter at ProPublica, where his investigative reporting spanned poor medical research to poor drug enforcement practices. Prior to that, he was a senior writer at Sports Illustrated, where he authored or coauthored many of the magazine’s most high profile stories. While getting his master’s degree in ...
D. Eppstein (2018), Forbidden Configurations in Discrete Geometry, Cambridge University Press D. Eppstein, M. Löffler, and D. Strash (2013), "Listing all maximal cliques in large sparse real-world graphs in near-optimal time", ACM J. Experimental Algorithmics 18: 3.1–3.21
