The generalized Turán number e x ( n , K s , H ) is defined to be the maximum number of copies of a complete graph in any H-free graph on n vertices. Let F be an even linear forest, that is, F consists of paths of even order.
May 12, 2021
The generalized Turán number ex ( n , K s , H ) is defined to be the maximum number of copies of a complete graph K s in any H-free graph on n vertices.
Since a matching is an even linear forest, our result can be viewed as a generalization of the well-known Erdős-Gallai theorem (Erdős and Gallai, 1959 [3]).
Abstract: The generalized Turán number e x (n , K s , H) is defined to be the maximum number of copies of a complete graph K s in any H-free graph on n ...
Sep 4, 2021 · Abstract:The generalized Turán number ex(n,K_s,H) is defined to be the maximum number of copies of a complete graph K_s in any H-free graph ...
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Jul 18, 2024 · An even linear forest is a graph whose connected components are all paths of even order. We characterize n-vertex graphs with maximum number ...
The generalized Turán number ex(n,Ks,H) is defined to be the maximum number of copies of a complete graph Ks in any H-free graph on n vertices.
Jul 3, 2024 · The Turán number of H, denoted by ex(n, H), is the maximum number of edges in any H-free graph on n vertices. For sufficiently large n, Lidický ...
Sep 4, 2021 · Abstract. The generalized Turán number ex(n, Ks,H) is defined to be the maximum number of copies of a complete graph Ks in any H-free graph ...
Oct 1, 2022 · The generalized Turán number ex( n, K s, H ) is defined to be the maximum number of copies of a complete graph K s in any H-free graph on n ...