COPS AND ROBBERS PLAYING ON EDGES ANDRZEJ DUDEK, PRZEMYSLAW GORDINOWICZ, AND PAWEL PRALAT Abstract. In the game of cops and robber, the cops try to capture a robber moving on the vertices of the graph. The minimum number

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ON SOME MULTICOLOUR RAMSEY PROPERTIES OF RANDOM GRAPHS ANDRZEJ DUDEK AND PAWEL PRALAT ˆ ) of a graph F is the smallest integer m such Abstract. The size-Ramsey number R(F that there exists a graph G on m edges with the

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Sunnyfield_logoname_white_curved_edges

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THEOREM OF THE DAY Vizing’s Theorem A simple graph of maximum degree ∆ has chromatic index ∆ or ∆ + 1. An edge colouring assigns a colour to each edge of a graph G in such a way that no incident edges are assign

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Mistake in ‘The Splits in the Neighborhood of a Tree’ There is an error in Lemma 3.2. The Lemma should read: Lemma 3.2 Let E 0 be a connected collection of interior edges in T . Let k be the number of vertices of T a

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Now available with blocking in wood and aluminum at edges and rail locations. We can provide laminated panels to fit your requirements with cores and adhesives to meet the high demands of our industry Our fabrication dep

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October 2, 2015 Parole Ineligibility and the Double Edges of Consistency in Sentencing By: Erin Sheley Case Commented On: R v Ryan, 2015 ABCA 286 In R v Ryan the Alberta Court of Appeal clarifies how trial courts should

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Minimum sum multicoloring on the edges of trees Dániel Marx Budapest University of Technology and Economics Workshop on Approximation and Online Algorithms

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What is Ramsey-equivalent to the clique? Anita Liebenau (University of Warwick) A graph G is Ramsey for H if every two-colouring of the edges of G contains a monochromatic copy of H. Two graphs H and H 0 are Ramsey-equiv

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Temporal Relational Classifiers: Evolving Nodes, Edges, and Attributes Ryan A. Rossi Department of Computer Science Purdue University

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