Landau's and Rado's theorems and partial tournaments.

Brualdi, Richard A.; Kiernan, Kathleen

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Short certificates for tournaments.

Alon, Noga, Ruszinkó, Miklós (1997)

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A linear upper bound in zero-sum Ramsey theory.

Caro, Yair (1994)

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Jaehoon Kim, Alexandr V. Kostochka (2014)

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We show that an n-vertex hypergraph with no r-regular subgraphs has at most 2n−1+r−2 edges. We conjecture that if n > r, then every n-vertex hypergraph with no r-regular subgraphs having the maximum number of edges contains a full star, that is, 2n−1 distinct edges containing a given vertex. We prove this conjecture for n ≥ 425. The condition that n > r cannot be weakened.

The Hausdorff dimension of some special plane sets

Jan Mařík (1994)

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A compact set $T \subset 𝐑^{2}$ is constructed such that each horizontal or vertical line intersects $T$ in at most one point while the $α$ -dimensional measure of $T$ is infinite for every $α \in (0, 2)$ .

Decay for travelling waves in the Gross–Pitaevskii equation

Philippe Gravejat (2004)

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