Abstract. We present two extremal results on 4-cycles. Let q be a large even integer. First we prove that every ( q 2 + q + 1 ) -vertex -free graph with more ...
The first contribution of this paper is a stability result on 4-cycles. Theorem 1.2. Let q ≥ 109 be an even integer and G be a C4-free graph on q2 + q + 1 ...
Dec 2, 2019 · Abstract:Extremal problems on the 4-cycle C_4 played a heuristic important role in the development of extremal graph theory.
Abstract. Extremal problems on the 4-cycle C4 played a heuristic important role in the development of extremal graph theory. A fundamental theorem of Füredi ...
We present two extremal results on 4-cycles. Let q be a large even integer. First we prove that every (q2+q+1)-vertex C4-free graph with more than ...
Extremal problems on the 4-cycle C4 C 4 played a heuristic important role in the development of extremal graph theory. A fundamental theorem of Füredi ...
Dec 2, 2019 · Extremal problems on the 4 -cycle C 4 played a heuristic important role in the development of extremal graph theory.
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Jan 28, 2021 · Yang, Some extremal results on 4-cycles, J. Combin. Theory Ser. B, to appear. [21] K. Metsch, Linear Spaces with Few Lines, Springer Lecture ...
In this section we present some theoretical results about f(v) and the structure of the extremal graphs. Many of them will be used in the subsequent sections.
Duration: 33:36
Posted: Mar 27, 2021
Posted: Mar 27, 2021