Titlebook: Discrete Mathematics and Applications; Andrei M. Raigorodskii,Michael Th. Rassias Book 2020 Springer Nature Switzerland AG 2020 methods of

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Combinatorial Identities and Inequalities for Trigonometric Sums,The purpose of this paper is twofold.

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Bricklayer

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P. C. Das,C. Th. Smit Sibinga,M. R. Halie partial coloring is proper if no edge is mono-chromatic. One player, A, wishes to color all the vertices and the other player, B, wishes to prevent this. The . ..(.) is the minimum number of colors for which A has a winning strategy. We consider this in the context of a random .-uniform hypergraph and prove upper and lower bounds that hold w.h.p.

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Darya Alizadeh Ph.D.,Nicolas Larmonier Ph.D.color of .. The perfect matching color profile .(.) is defined to be the set of vectors (.., .., …, ..) ∈ [.]. such that there exists a perfect matching . such that |. ∩ ..| = ... We give bounds on the matching color profile for a randomly colored random bipartite graph.

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