Link (graph theory)

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Topic: Link (graph theory)

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	Graph Theory - The Great Web Directory
		LINK: A Combinatorics and Graph Theory Workbench for Applications and Research - LINK: A Combinatorics and Graph Theory Workbench for Applications and Research LINK: A Combinatorics and Graph Theory Workbench for Applications and Research LINK is a set of C++ class libraries that supports applications in discrete...
		Graph theory is the branch of mathematics that concerns itself with graphs.
		Graph Theory -- from MathWorld - Graph Theory -- from MathWorld Graph Theory -- from MathWorld The mathematical study of the properties of the formal mathematical structures called graphs.
	www.thegreatwebdirectory.com /Science/Math/Combinatorics/Graph_Theory/Events

	Tree (graph theory) -- Facts, Info, and Encyclopedia article
		In (Click link for more info and facts about graph theory) graph theory, a tree is a graph in which any two vertices are connected by exactly one path.
		Every connected graph G admits a (Click link for more info and facts about spanning tree) spanning tree, which is a tree that contains every vertex of G and whose edges are edges of G.
		A tree is called a rooted tree if one vertex has been designated the root, in which case the edges have a natural orientation, towards or away from the root.
	www.absoluteastronomy.com /encyclopedia/T/Tr/Tree_(graph_theory).htm

	Graph theory - Wikipedia, the free encyclopedia
		Informally, a graph is a set of objects called vertices (or nodes) connected by links called edges (or arcs) which can be directed (assigned a direction).
		Another way to extend basic graphs is by making the edges to the graph directional (A links to B, but B does not necessarily link to A, as in webpages), technically called a directed graph or digraph.
		This problem, which was only solved a century later in 1976 by Kenneth Appel and Wolfgang Haken, can be considered the birth of graph theory.
	en.wikipedia.org /wiki/Graph_theory

	Graph theory - Wikipedia, the free encyclopedia
		Informally, a graph is a set of objects called vertices (or nodes) connected by links called edges (or arcs) which can be directed (assigned a direction).
		Another way to extend basic graphs is by making the edges to the graph directional (A links to B, but B does not necessarily link to A, as in webpages), technically called a directed graph or digraph.
		Graphs are represented graphically by drawing a dot for every vertex, and drawing an arc between two vertices if they are connected by an edge.
	en.wikipedia.org /wiki/Graph_theory

	The Graph Theorists' Home Page Guide
		First of all, if you're a graph theorist or some person with strong interest in graph theory (you need not to be a mathematician!), and if you have a homepage but don't find a link to it on this page, please contact me as described above.
		"Graph Theory and Its Applications" (together with Jay Yellen), "a comprehensive applications-driven textbook that provides material for several different courses in graph theory." This site also provides links to other graph theoretical and mathematical resources.
		Research Interests: graph theory (esp. topological graph theory and random graph theory), number theory (esp. partitions of numbers and other problems in combinatorial number theory), and the history of mathematics
	www.joergzuther.de /math/graph/homes.html (8696 words)

	Graph Theory
		If you have a graph theory page, let me know and I might include a link to it from my page for links to other people's files.
		Graph Theory was born to study problems of this type.
		For much more on the history of graph theory, I suggest the book Graph Theory 1736-1936, by N.L. Biggs, E.K. Lloyd and R.J. Wilson.
	www.math.fau.edu /locke/graphthe.htm (8696 words)

	The Graph Theorists' Home Page Guide
		First of all, if you're a graph theorist or some person with strong interest in graph theory (you need not to be a mathematician!), and if you have a homepage but don't find a link to it on this page, please contact me as described above.
		"Graph Theory and Its Applications" (together with Jay Yellen), "a comprehensive applications-driven textbook that provides material for several different courses in graph theory." This site also provides links to other graph theoretical and mathematical resources.
		Research Interests: graph theory (esp. topological graph theory and random graph theory), number theory (esp. partitions of numbers and other problems in combinatorial number theory), and the history of mathematics
	www.joergzuther.de /math/graph/homes.html (8696 words)

	Graph Theory
		If you have a graph theory page, let me know and I might include a link to it from my page for links to other people's files.
		These pages are not intended to replace the standard texts in Graph Theory, rather to give a place on the web where some of the basic definitions can be found.
		Graph Theory was born to study problems of this type.
	www.math.fau.edu /locke/graphthe.htm (8696 words)

	Graph theory - Wikipedia, the free encyclopedia
		Another way to extend basic graphs is by making the edges to the graph directional (A links to B, but B does not necessarily link to A, as in webpages), technically called a directed graph or digraph.
		This illustrates the deep connection between graph theory and topology.
		One of the first results in graph theory appeared in Leonhard Euler's paper on Seven Bridges of Königsberg, published in 1736.
	en.wikipedia.org /wiki/Graph_theory (8696 words)

	The Graph Theorists' Home Page Guide
		First of all, if you're a graph theorist or some person with strong interest in graph theory (you need not to be a mathematician!), and if you have a homepage but don't find a link to it on this page, please contact me as described above.
		"Graph Theory and Its Applications" (together with Jay Yellen), "a comprehensive applications-driven textbook that provides material for several different courses in graph theory." This site also provides links to other graph theoretical and mathematical resources.
		Research Interests: graph theory (esp. topological graph theory and random graph theory), number theory (esp. partitions of numbers and other problems in combinatorial number theory), and the history of mathematics
	www.joergzuther.de /math/graph/homes.html (8696 words)

	The Graph Theorists' Home Page Guide
		First of all, if you're a graph theorist or some person with strong interest in graph theory (you need not to be a mathematician!), and if you have a homepage but don't find a link to it on this page, please contact me as described above.
		Research Interests: combinatorics and graph theory, esp. extremal set theory, extremal graph theory, graph coloring, and applications of discrete math to biology, number theory, analysis of algorithms, communications.
		Research Interests: graph theory and combinatorial geometry, esp. convex polytopes and triangulations of manifolds
	www.joergzuther.de /math/graph/homes.html (8696 words)

	The Graph Theorists' Home Page Guide
		"Graph Theory and Its Applications" (together with Jay Yellen), "a comprehensive applications-driven textbook that provides material for several different courses in graph theory." This site also provides links to other graph theoretical and mathematical resources.
		First of all, if you're a graph theorist or some person with strong interest in graph theory (you need not to be a mathematician!), and if you have a homepage but don't find a link to it on this page, please contact me as described above.
		Open Problems In Discrete Math offers open problems (and prizes for solutions) in the areas flows of graphs, cycle covers, choosability for Ax=y, edge coloring, vertex coloring, directed graphs, topological graph theory, matroid theory, additive number theory and more.
	www.joergzuther.de /math/graph/homes.html (8696 words)

	Graph Theory
		If you have a graph theory page, let me know and I might include a link to it from my page for links to other people's files.
		These pages are not intended to replace the standard texts in Graph Theory, rather to give a place on the web where some of the basic definitions can be found.
		Graph Theory was born to study problems of this type.
	www.math.fau.edu /locke/GRAPHTHE.HTM (8696 words)

	The Graph Theorists' Home Page Guide
		First of all, if you're a graph theorist or some person with strong interest in graph theory (you need not to be a mathematician!), and if you have a homepage but don't find a link to it on this page, please contact me as described above.
		Research Interests: combinatorics and graph theory, esp. extremal set theory, extremal graph theory, graph coloring, and applications of discrete math to biology, number theory, analysis of algorithms, communications.
		Research Interests: graph theory (esp. topological graph theory and random graph theory), number theory (esp. partitions of numbers and other problems in combinatorial number theory), and the history of mathematics
	www.joergzuther.de /math/graph/homes.html (8696 words)

	The Graph Theorists' Home Page Guide
		"Graph Theory and Its Applications" (together with Jay Yellen), "a comprehensive applications-driven textbook that provides material for several different courses in graph theory." This site also provides links to other graph theoretical and mathematical resources.
		First of all, if you're a graph theorist or some person with strong interest in graph theory (you need not to be a mathematician!), and if you have a homepage but don't find a link to it on this page, please contact me as described above.
		Remarkable Features: GRIN (GRaph INterface), free software on graph theory for Win 9X,NT which covers a wide range of problems and can easily be used, e.g.
	www.joergzuther.de /math/graph/homes.html (8696 words)

	Arc - Wikipedia, the free encyclopedia
		Directed edge (graph theory), a one-way link between two nodes in a graph.
		Arc lamp, a device that produces light by the sparking of a high current.
		Minute of arc or second of arc, measurements of angle.
	en.wikipedia.org /wiki/Arc (8696 words)

	The Graph Theorists' Home Page Guide
		First of all, if you're a graph theorist or some person with strong interest in graph theory (you need not to be a mathematician!), and if you have a homepage but don't find a link to it on this page, please contact me as described above.
		"Graph Theory and Its Applications" (together with Jay Yellen), "a comprehensive applications-driven textbook that provides material for several different courses in graph theory." This site also provides links to other graph theoretical and mathematical resources.
		Research Interests: graph theory (esp. topological graph theory and random graph theory), number theory (esp. partitions of numbers and other problems in combinatorial number theory), and the history of mathematics
	www.joergzuther.de /math/graph/homes.html (8696 words)

	Vertex-transitive graph -- Facts, Info, and Encyclopedia article
		In other words, a graph is vertex-transitive if its automorphism group acts (Click link for more info and facts about transitively) transitively upon its vertices.
		In (A science (or group of related sciences) dealing with the logic of quantity and shape and arrangement) mathematics, a vertex-transitive (A drawing illustrating the relations between certain quantities plotted with reference to a set of axes) graph is a graph G such that, given any two vertices v
		Every vertex-transitive graph is (A dependable follower (especially in party politics)) regular.
	www.absoluteastronomy.com /encyclopedia/v/ve/vertex-transitive_graph.htm (121 words)

	GraphTheory in searchhungry.com
		Other Graph Theory and Related Pages If you want me to add a link to your Combinatorics Page, contact Stephen C. Locke at Loc...
		Graph Theory and Its Applications is a comprehensive applications-driven textbook that provides material for several differen...
		Graph Theorists maintained by Daniel P. Sanders as part of www.graphtheory.com Resources People Research Writings The Graph T...
	www.searchhungry.com /Top/Science/Math/Combinatorics/GraphTheory (121 words)

	The Graph Theorists' Home Page Guide
		First of all, if you're a graph theorist or some person with strong interest in graph theory (you need not to be a mathematician!), and if you have a homepage but don't find a link to it on this page, please contact me as described above.
		"Graph Theory and Its Applications" (together with Jay Yellen), "a comprehensive applications-driven textbook that provides material for several different courses in graph theory." This site also provides links to other graph theoretical and mathematical resources.
		Research Interests: graph theory (esp. topological graph theory and random graph theory), number theory (esp. partitions of numbers and other problems in combinatorial number theory), and the history of mathematics
	www.joergzuther.de /math/graph/homes.html (8696 words)

	Citebase - The Intersection Graph Conjecture for Loop Diagrams
		In previous work, we defined the intersection graph of a chord diagram associated with a string link (as in the theory of finite type invariants).
		In previous work, the author defined the intersection graph of a chord diagram associated with string links (as in the theory of finite type invariants).
		In this paper, we look at the case when this graph is a tree, and we show that in many cases these trees determine the chord diagram (modulo the usual...
	citebase.eprints.org /cgi-bin/citations?id=oai:arXiv.org:math/9807033 (8696 words)

	Algebraic Graph Theory Without Orientation (ResearchIndex)
		175 Algebraic Graph Theory (context) - Biggs - 1974
		@article{ grossman94algebraic, author = "Jerrold W. Grossman and Devadatta M. Kulkarni and Irwin E. Schochetman", title = "Algebraic graph theory without orientation", journal = "Linear Algebra and its Applications", volume = "212/213", pages = "289--307", year = "1994", url = "citeseer.ist.psu.edu/87511.html" }
		The matrix obtained by orienting the edges of a loopless graph G (i.e., changing one of the 1s to a -1 in each column of M) has been studied extensively in the literature.
	citeseer.ist.psu.edu /87511.html (8696 words)

	Glossary of Signed and Gain Graphs and Allied Areas
		These definitions about graphs are intended not to be a glossary of graph theory but to clarify the special usages appropriate to signed, gain, and biased graphs.
		This is the most suitable definition for signed, gain, and biased graph theory.
		For general gain graphs one should probably assume that there are only ordinary edges (links and loops).
	www.combinatorics.org /Surveys/ds9.html (8696 words)

	Data Structures and Algorithms: Graph Algorithms
		If it were to form a cycle, it would simply link two nodes that were already part of a single connected tree, so that this edge would not be needed.
		You should note that we have discussed graphs in an abstract way: specifying that they contain nodes and edges and using operations like
		Forest MinimumSpanningTree( Graph g, int n, double **costs) { Forest T; Queue q; Edge e; T = ConsForest( g); q = ConsEdgeQueue( g, costs); for(i=0;i
	ciips.ee.uwa.edu.au /~morris/Year2/PLDS210/mst.html (8696 words)

	Natural Selection: subject gateway to the natural world
		BUBL LINK is the name of a catalogue of selected Internet resources covering all academic subject areas and catalogued according to DDC (Dewey Decimal Classification).
		Also covered is evolution and Darwin's theory of natural selection.
		The graph paper will be used to note down exponential and sigmoidal growth curves and you will be asked to make conclusions.
	nature.ac.uk /browse/570.html (7203 words)

	Graph Theoryists' Homepage (by Jian-Liang Wu)
		Remarkable Features: The book "Graph Theory and Its Applications" (together with Jay Yellen), "a comprehensive applications-driven textbook that provides material for several different courses in graph theory." This site also provides links to other graph theoretical and mathematical resources.
		If you're a graph theorist or some person with strong interest in Graph Theory (you need not to be a mathematician!), and if you have a homepage but don't find a link to it on this page, please contact me as described above.
		Remarkable Features: The Graph Theory White Pages (part of http://www.graphtheory.com/), a list of graph theorists and tons of information about them (like name, URL, email address, photo, snail mail address, publications...
	www.geocities.com /jlwu65/theorist.htm (7203 words)

	Graph Theory Applied to Topology Analysis - CAIDA : ANALYSIS : topology
		In that case, the stubs of the graph, i.e., trees connected to the rest of the graph by a single link, are stripped.
		Graph Theory Applied to Topology Analysis - CAIDA : ANALYSIS : topology
		Specific methods and definitions for analyzing network topology using graph theory are presented below.
	www.caida.org /analysis/topology/graphtheory.xml (7203 words)

	The Graph Theorists' Home Page Guide
		First of all, if you're a graph theorist or some person with strong interest in graph theory (you need not to be a mathematician!), and if you have a homepage but don't find a link to it on this page, please contact me as described above.
		Research Interests: combinatorics and graph theory, esp. extremal set theory, extremal graph theory, graph coloring, and applications of discrete math to biology, number theory, analysis of algorithms, communications.
		Research Interests: graph theory and combinatorial geometry, esp. convex polytopes and triangulations of manifolds
	www.joergzuther.de /math/graph/homes.html (7203 words)

	Graph Theory
		If you have a graph theory page, let me know and I might include a link to it from my page for links to other people's files.
		These pages are not intended to replace the standard texts in Graph Theory, rather to give a place on the web where some of the basic definitions can be found.
		Graph Theory was born to study problems of this type.
	www.math.fau.edu /locke/GRAPHTHE.HTM (7203 words)

	Algebraic Graph Theory Without Orientation (ResearchIndex)
		176 Algebraic Graph Theory (context) - Biggs - 1974
		@article{ grossman94algebraic, author = "Jerrold W. Grossman and Devadatta M. Kulkarni and Irwin E. Schochetman", title = "Algebraic graph theory without orientation", journal = "Linear Algebra and its Applications", volume = "212/213", pages = "289--307", year = "1994", url = "citeseer.ist.psu.edu/87511.html" }
		The matrix obtained by orienting the edges of a loopless graph G (i.e., changing one of the 1s to a -1 in each column of M) has been studied extensively in the literature.
	citeseer.ist.psu.edu /87511.html (7203 words)

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Topic: Link (graph theory)

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In the News (Fri 25 Dec 09)