李宇勐-凯发官网app

讲授课程：

《计量经济学》、《金融统计学》、《随机过程》、《金融衍生工具》

研究方向：

大偏差、金融统计

个人简历(教育背景、工作经历等)：

1. 2010.09——2012.06 中国科学技术大学，金融工程，硕士

2. 2012.06——2016.06 中国科学技术大学，金融工程，博士

3. 2016.07——至今 中南财经政法大学，讲师

科学研究：

1. transportation cost-information inequality for stochastic wave equation. acta applicandaemathematicae，2020（sci）

2. talagrand’s quadratic transportation cost inequalities forreflected spdes driven by space–time white noise.statistics and probability leters,2020

3. transportation cost-information inequality for stochastic wave equation. acta applicandaemathematicae,2020（sci）

4. large deviation principle for the mean reflected stochastic differential equation with jumps. journal of inequalities and applications,2018

5. moderate deviations for a fractional stochastic heat equation with spatially correlated noise. stochastics and dynamics,2017（sci）

6. a moderate deviation principle for stochastic volterra equation. statistics and probabilityleters,2017（sci）

7. moderate deviations and central limit theorem for positive diffusions. journal of inequalities & applications, 2016(sci)

8. moderate deviations for a stochastic heat equation with spatially correlated noise, acta applicandae mathematicae, 2015(sci)