刘强

发布者:严继臧发布时间:2021-07-12浏览次数:9892


姓  名:刘强 
职  称:助理教授
研究方向:高频高维金融计量,
统计机器学习及其在金融经济中的应用
教授课程:                        

E - mailliuqiang@mail.shufe.edu.cn

电话:65906889               

                


研究项目


序号

项目名称

起止时间

1

关于高频数据瞬时波动率的统计推断问题

2021.07.01

-2024.07.01

2

统计机器学习在金融高频数据中的应用

2022.10.1

-2025.9.30

3

高频数据瞬时波动率矩阵的统计推断及其应用研究


2026.1.1

-2029.1.1


研究领域

金融计量,统计机器学习

教育经历


2015.8—2018.6   澳门大学,数学系,博士

2013.8—2015.6   澳门大学,数学系,硕士

2009.9—2013.7   兰州大学,数学与统计学院,学士


工作经历

2021.7—至今    上海财经大学,统计与管理学院,助理教授

2018.7—2021.6   新加坡国立大学,数学系,博士后研究员


研究成果


Publication:

1.Hong, S., Li, W.*, Liu, Q. and Zhang, Y. (in alphabetical order) “An adaptive adjustment to the R2 statistic in high-dimensional elliptical models”, Journal of the American Statistical Association,2024+.

2.Liu, Q., and Liu, Z.* “Estimating spot volatility under infinite variation jumps with dependent market structure noise”, Econometrics Journal, 27:278-298, 2024.

3.He, L.*, Liu, Q., Liu, Z. and Bucci, A. “Correcting spot power variation estimator via Edgeworth expansion”, Metrika, 87:921-945, 2023.

4.Liu, Q., and Liu, Z.* “Statistical inference of spot correlation and spot market beta under infinite variation jumps”, Journal of Financial Econometrics, 20:612-654, 2022.

5.Chen, X., Liu, Q., and Tong X. (in alphabetical order)“Dimension independent excess risk by stochastic gradient descent”, Electronic Journal of Statistics, 16:4547-4603, 2022.

6.Liu, Q., Liu, Z.* and Zhang C. “Heteroscedasticity test of high-frequency data with jumps and microstructure noise”, Applied Stochastic Models in Business and Industry, 38:441-457, 2022.

7.Zhang C.*, Liu, Z., and Liu, Q. “Jumps at ultra-high frequency: Evidence from the Chinese stock market”, Pacific-Basin Finance Journal, 68:101420, 2021.

8.Liu, Q.*, and Tong, X. “Accelerating Metropolis-within-Gibbs sampler with localized computations of differential equations”, Statistics and Computing, 30:1037-1056, 2020.

9.He, L., Liu, Q.*, and Liu, Z. “Edgeworth corrections for spot volatility estimator”, Statistics and Probability Letters, 164: 108809, 2020.

10.Liu, Q., Liu, Y., and  Liu, Z.* “Estimating spot volatility in the presence of infinite variation jumps”, Stochastic Processes and their Applications, 128:1958-1987, 2018.

11.Liu, Q., Liu, Y.*, Liu, Z., and Wang, L. “Estimation of spot volatility with superposed noisy data”, The North American Journal of Economics and Finance, 44:61-79, 2018.

12.Liu, Y., Liu, Q.*, Liu, Z., and Ding, D. “Determining the integrated volatility via limit order books with multiple records”, Quantitative Finance, 17(11):1697-1714, 2017.




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