基本信息：

王康乐，男，河南武陟人，副教授，理学博士，硕士生导师,中共党员。现任七乐彩中奖教师。

教育经历：

2003/09-2007/07,我校，七乐彩中奖，本科。

2008/09-2011/06,我校，七乐彩中奖，硕士。

2014/09-2017/12,西安电子科技大学，数学与统计学院，博士。

研究领域：分数阶微分方程,分形模型，变分原理, 分形孤波理论。

联系方式：kangle83718@163.com

代表论文（第一作者）

1. Fractal solitary wave solutions for fractal nonlinear dispersive Boussinesq-Like models, Fractals, 30(4)(2022)2250083.

2. Exact travelling wave solution for the fractal Riemann wave model arising in ocean science, Fractals, 30(7)(2022)2250143.

3. A study of the fractal foam drainage model in a microgravity space，Mathematical Methods in Applied Sciences, 44(13)(2021)10530-10540.

4. A fractal variational principle for the telegraph equation with fractal derivative, Fractals, 28(4)(2020)2050058.

5. He's frequency formulation for fractal nonlinear oscillator arising in a microgravity space, Numerical Methods for Partial Differential Equations, 37(2)(2020)1374-1384.

6. Solitary wave solution of nonlinear Bogoyavlenskii system by variational analysis method, International Journal of Modern Physics B, 36(2)(2022)2250015

7. Effect of Fangzhu's nanoscale surface morphology on water collection, Mathematical Methods in Applied Sciences, 2020(2020)1-10.