In this paper, we prove the Erdős–Faudree's conjecture: If G is a graph of order 4k and the minimum degree of G is at least 2k then G contains k disjoint ...
In this paper, we prove the Erdős–Faudree's conjecture: If G is a graph of order 4k and the minimum degree of G is at least 2k then G contains k disjoint ...
In this paper, we prove Erd˝os-Faudree's conjecture: If G is a graph of order 4k and the minimum degree of G is at least 2k then G contains k disjoint cycles of ...
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A cycle of length 4 is called a quadrilateral. Erdős and Faudree [4] conjectured that if G is a graph of order 4k with minimum degree at least 2k, then G ...
Wang, Proof of the Erdos-Faudree Conjecture on Quadrilaterals, Graphs and Combinatorics, 26(2010), 833-877. R. Bauer and H. Wang, Disjoint triangles and ...
Proof of the Erdős–Faudree Conjecture on Quadrilaterals. Hong Wang. Original Paper 19 May 2010 Pages: 833 - 877. On the Existence of Resolvable (K 3 + e)-Group ...
[8] H. Wang, Proof of the Erdös-Faudree conjecture on quadrilaterals, Graphs and Combin. 26 (2010) 833-877, doi: 10.1007/s00373-010-0948-3. Zbl1223.05145 ...
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Oct 22, 2024 · Erd\H{o}s, Faudree, Rousseau and Schelp observed the following fact for every fixed integer k ≥ 2 k\geq 2 : Every graph on n ≥ k − 1 n\geq ...
Randerath et al [9] proved that if a graph G has order 4k and δ(G) ≥ 2k, then G contains k − 1 disjoint quadrilaterals and a subgraph of order 4 with at least ...
A long-standing conjecture on quadrilaterals comes from Erdős [2], which ... Wang, Proof of the Erdős-Faudree conjecture on quadrilaterals,. Graphs and ...