温馨提示：本站仅提供公开网络链接索引服务，不存储、不篡改任何第三方内容，所有内容版权归原作者所有
AI智能索引来源：http://www.eb.com/science/combinatorics/Graph-theory
点击访问原文链接

Combinatorics - Graph Theory, Counting, Probability | Britannica

进入原网站 导航首页
SUBSCRIBESUBSCRIBESUBSCRIBEHomeHistory & SocietyScience & TechBiographiesAnimals & NatureGeography & TravelArts & CultureProConMoneyGames & QuizzesVideosOn This DayOne Good FactDictionaryNew ArticlesHistory & SocietyLifestyles & Social IssuesPhilosophy & ReligionPolitics, Law & GovernmentWorld HistoryScience & TechHealth & MedicineScienceTechnologyBiographiesBrowse BiographiesAnimals & NatureBirds, Reptiles & Other VertebratesEnvironmentFossils & Geologic TimeInsects & Other InvertebratesMammalsPlantsGeography & TravelGeography & TravelArts & CultureEntertainment & Pop CultureLiteratureSports & RecreationVisual ArtsImage GalleriesPodcastsSummariesTop QuestionsLists and StoriesBritannica KidsAsk the ChatbotGames & QuizzesHistory & SocietyScience & TechBiographiesAnimals & NatureGeography & TravelArts & CultureProConMoneyVideoscombinatoricsIntroductionHistoryEarly developmentsCombinatorics during the 20th centuryProblems of enumerationPermutations and combinationsBinomial coefficientsMultinomial coefficientsRecurrence relations and generating functionsPartitionsThe Ferrer diagramThe principle of inclusion and exclusion: derangementsPolya’s theoremThe Möbius inversion theoremSpecial problemsThe Ising problemSelf-avoiding random walkProblems of choiceSystems of distinct representativesRamsey’s numbersDesign theoryBIB (balanced incomplete block) designsPBIB (partially balanced incomplete block) designsLatin squares and the packing problemOrthogonal Latin squaresOrthogonal arrays and the packing problemGraph theoryDefinitionsEnumeration of graphsCharacterization problems of graph theoryApplications of graph theoryPlanar graphsThe four-colour map problemEulerian cycles and the Königsberg bridge problemDirected graphsCombinatorial geometrySome historically important topics of combinatorial geometryPacking and coveringPolytopesIncidence problemsHelly’s theoremMethods of combinatorial geometryExhausting the possibilitiesUse of extremal propertiesUse of transformations between different spaces and applications of Helly’s theoremReferences & Edit HistoryQuick Facts & Related TopicsImagescombinatorics summaryNumbers and MathematicsWhat is algebra?Who are the most well-known computer scientists?Is computer science used in video games?How do I learn computer science?ScienceMathematicsGraph theorycombinatoricsFacebookXhttps://www.britannica.com/science/combinatoricsMassachusetts Institute of Technology - Department of Mathematics - What is combinatorics? (PDF)Carnegie Mellon University - Department of Mathematical Sciences - Combinatorics (PDF)Mathematics LibreTexts - CombinatoricsUConn Undergraduate Probability OER - Combinatorics (PDF)National Center for Biotechnology Information - PubMed Central - Combinatorics and Statistical Mechanics of Integer PartitionsUCLA Department of Mathematics - What is Combinatorics? (A collection of quotes by Igor Pak)San Diego Zoo Animals and Plants - EchidnaUniversity at Albany - The Many Faces of Modern CombinatoricsBranko Grünbaum Professor of Mathematics, University of Washington, Seattle. Author of Convex Polytopes and others.AllBritannica Editors Encyclopaedia Britannica's editors oversee subject areas in which they have extensive knowledge, whether from years of experience gained by working on that content or via study for an advanced degree....Historygraphsetadjacentcontexttwo isomorphic graphs and a treeisomorphicvertextreeverticestheoremfunctionequationcharacterizecomplete graphparameterslinegeometryaffirmativeorthogonal

智能索引记录