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cq9电子跳起来:王少新 博士

cq9电子跳起来:信息来源: 发布日期: 2017-04-25浏览次数:

个人简介:

王少新,男,1988年生,山东蒙阴人。2016年于重庆大学获得统计学博士学位,主要研究领域为数值线性代数及统计计算。目前研究兴趣为广义最小二乘问题的扰动分析理论,高维复杂数据中协方差矩阵的稳健逼近及其相关应用研究。已在Linear Algebra and its Applications, Linear and Multilinear Algebra, Electronic Journal of Linear Algebra, Computational Statistics,Applied Numerical Mathematics, Journal of Computational and Applied Mathematics等国际权威期刊发表SCISSCI学术研究论文10篇,详见https://orcid.org/0000-0001-8885-8957。现主持山东省教育厅高校科技计划项目一项,作为主要研究人员参加国家自然科学基金及省部级科研项目多项。

教育经历:

2011/09-2016/12,重庆大学,数学与cq9电子跳起来,博士

2007/09-2011/07,临沂大学,理学院,学士

工作经历:

2016/12-至今,曲阜师范大学,cq9电子跳起来,讲师

联系方式:

Emails:shxwang@qfnu.edu.cn, shaoxin.w@gmail.com

通讯地址:山东省曲阜市静轩西路57号cq9电子跳起来(273165

部分期刊论文(*通讯作者):

1. Wang, Shaoxin*, Yang, Hu (2019). Conditioning theory of the equality constrained quadratic programming and its application. Linear and Multilinear Algebra https://doi.org/10.1080/03081087.2019.1623858

2. Wang, Shaoxin*, Yang, Hu, Yao, Chaoli. (2019). On the penalized maximum likelihood estimation of high-dimensional approximate factor model. Computational Statistics, 34(2), 819-846

3. Wang, Shaoxin*, Li, Hanyu, Yang, Hu. (2018). On the Condition Number Theory of the Equality Constrained Indefinite Least Squares Problem. Electronic Journal of Linear Algebra, 34, 619-638.

4. Li, Hanyu*, Wang, Shaoxin. (2018). On the partial condition numbers for the indefinite least squares problem. Applied Numerical Mathematics, 123, 200-220.

5. Li, Hanyu*, Wang, Shaoxin. (2017). Partial condition number for the equality constrained linear least squares problem. Calcolo, 54(4), 1121-1146.

6. Yang, Hu, Wang, Shaoxin*. (2016). A flexible condition number for weighted linear least squares problem and its statistical estimation. Journal of Computational and Applied Mathematics, 292, 320-328.

7. Wang, Shaoxin, Yang, Hu, Li, Hanyu*. (2015). Condition numbers for the nonlinear matrix equation and their statistical estimation. Linear Algebra and its Applications, 482, 221-240.

讲授课程:

应用多元分析,统计计算,统计软件,概率论与数理统计等。


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