Jian Wang

most citedUniform Hölder Estimates on Semigroups Generated by Non-Local Operators of Variable Order

5 citations · 5 across the 2 of their papers we have counts for

collaborators

2 papers

math.PR2014★ 5 cited

Uniform Hölder Estimates on Semigroups Generated by Non-Local Operators of Variable Order

Dejun Luo, Jian Wang

We consider the non-local operator of variable order as follows $$Lf(x)= \int_{\R^d\setminus\{0\}}\big(f(x+z)-f(x)-\<\nabla f(x),z\> \I_{\{|z|\le 1\}}\big)\frac{n(x,z)}{|z|^{d+α(x)…

math.CO2010

The critical group of $K_{m} \lor P_{n}$ and $P_{m} \lor P_{n}$

Wei-Na Shi, Yong-Liang Pan, Jian Wang

Let $G_1\sq G_2$ denote the graph obtained from $G_{1} + G_{2}$ by adding new edges from each vertex of $G_{1}$ to every vertex of $G_{2}$ . In this paper, the critical groups of the graphs $…

Uniform Hölder Estimates on Semigroups Generated by Non-Local Operators of Variable Order

The critical group of Km​∨Pn​ and Pm​∨Pn​

The critical group of $K_{m} \lor P_{n}$ and $P_{m} \lor P_{n}$