Jian Wang

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20142023

most citedIntrinsic Ultracontractivity of Feynman-Kac Semigroups for Symmetric Jump Processes

4 citations · 5 across the 6 of their papers we have counts for

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math.CO2023

Minimum degree thresholds for Hamilton $(ℓ, k - ℓ)$ -cycles in $k$ -uniform hypergraphs

Jian Wang, Jie You

Let $n > k > ℓ$ be positive integers. We say a $k$ -uniform hypergraph $H$ contains a Hamilton $(ℓ, k - ℓ)$ -cycle if there is a partition $(L_0,R_0,L_1,R_1,\ldots,L_{t-1…

math.CO2023

Four-vertex traces of finite sets

Peter Frankl, Jian Wang

Let $[n] = X_{1} \cup X_{2} \cup X_{3}$ be a partition with $⌊ \frac{n}{3} ⌋ \leq ∣ X_{i} ∣ \leq ⌈ \frac{n}{3} ⌉$ and define $\mathcal{G}=\{G\subset [n]\colon |G\cap X_i|\leq 1,…

Minimum degree thresholds for Hamilton (ℓ,k−ℓ)-cycles in k-uniform hypergraphs

Four-vertex traces of finite sets

Minimum degree thresholds for Hamilton $(ℓ, k - ℓ)$ -cycles in $k$ -uniform hypergraphs