Abstract. We study the problem of finding pairwise vertex-disjoint copies of the ℓ-vertex cycle Cℓ in the randomly perturbed graph model, which is the union of ...
Mar 10, 2021 · We study the problem of finding pairwise vertex-disjoint copies of the \ell-vertex cycle C_\ell in the randomly perturbed graph model.
We study the problem of finding pairwise vertex-disjoint copies of the l-vertex cycle Cl in the randomly perturbed graph model, which is the union of a ...
Abstract. We study the problem of finding pairwise vertex-disjoint copies of the $\ell$-vertex cycle $C_\ell$ in the randomly perturbed graph model, ...
We study the problem of finding pairwise vertex-disjoint copies of the ω>-vertex cycle Cω>in the randomly perturbed graph model, which is the union of a ...
Feb 16, 2022 · Abstract. We study the problem of finding pairwise vertex-disjoint copies of the ω>-vertex cycle Cω>in the randomly perturbed graph model, ...
Jul 7, 2023 · Spanning trees in randomly perturbed graphs. Random Struct. Alg, 56:169–219, 2020. [19] M. Krivelevich. Triangle factors in random graphs.
We study the problem of finding pairwise vertex-disjoint copies of the ℓ-vertex cycle Cℓ in the randomly perturbed graph model, which is the union of a ...
May 18, 2021 · We consider the binomial random graph G(n, p). Problem. Determine the threshold t = t(n, H) at which G(n, p) a.a.s. contains a H-factor.
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Jan 20, 2021 · trees and powers of Hamilton cycles into randomly perturbed graphs ... In this paper we study F-factors in randomly perturbed hypergraphs.