2 citations · 2 across the 5 of their papers we have counts for
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Anti-Ramsey Numbers of Expansions of Doubly Edge-critical Graphs in Uniform Hypergraphs
Tong Li, Yucong Tang, Guiying Yan
For an -graph , the anti-Ramsey number is the minimum number of colors such that for any edge-coloring of the complete -graph on vertices with at…
Anti-Ramsey numbers of loose paths and cycles in uniform hypergraphs
Tong Li, Yucong Tang, Guanghui Wang +1
For a fixed family of -uniform hypergraphs , the anti-Ramsey number of , denoted by , is the minimum number of colors such th…
Rainbow Hamilton cycle in hypergraph system
Yucong Tang, Bin Wang, Guanghui Wang +1
In this paper, we develop a new rainbow Hamilton framework, which is of independent interest, settling the problem proposed by Gupta, Hamann, Müyesser, Parczyk, and Sgueglia when $…
Cut Bounds for Some Weighted Graphs
Chicheng Ma, Yucong Tang, Guanghui Wang +2
In communication field, an important issue is to group users and base stations to as many as possible subnetworks satisfying certain interference constraints. These problems are us…
An Improved Error Term for Turn Number of Expanded Non-degenerate 2-graphs
Yucong Tang, Xin Xu, Guiying Yan
For a 2-graph , let be the -graph obtained from by enlarging each edge with a new set of vertices. We show that if , then $ {\rm ex}…