Nov 3, 2017 · In this short note we prove the conjecture in a strong sense, asymptotically determining the rainbow saturation number for triangles. Our lower ...
In this short note we prove the conjecture in a strong sense, asymptotically determining the rainbow saturation number for triangles. Our lower bound is ...
In this short note we prove the conjecture in a strong sense, asymptotically determining the rainbow saturation number for triangles. Our lower bound is ...
In this short note we prove the conjecture in a strong sense, asymptotically determining the rainbow saturation number for triangles. Our lower bound is ...
Given a graph $H$, we say that an edge-coloured graph $G$ is $H$-rainbow saturated if it does not contain a rainbow copy of $H$, but the addition of any ...
In this short note we prove the conjecture in a strong sense, asymptotically determining the rainbow saturation number for triangles. Our lower bound is ...
Authors. Korandi, D ; Publication date. 2018 ; Published in. SIAM JOURNAL ON DISCRETE MATHEMATICS ; Volume. 32 ; Issue. 2.
We give examples of graphs for which the rainbow saturation number is bounded away from the ordinary saturation number. This includes all complete graphs $K_n$ ...
Mar 28, 2022 · Abstract. This paper explores a new direction in the well studied area of graph saturation – we introduce the notion of rainbow saturation.
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Oct 22, 2024 · In this paper we study the following problem proposed by Barrus, Ferrara, Vandenbussche, and Wenger. Given a graph $H$ and an integer $t$, ...