谢焕田
发布时间: 2016-01-07

谢焕田,男,198202月生,理学博士,研究方向:偏微分方程数值方法、统计计算。近三年来,在数学、统计、地理类SCI收录杂志上合作发表(含录用)论文8 目前主持山东省自然科学基金(博士基金)1项,参与国家自然科学基金 4项,山东省自然科学基金1 

1、受教育经历(按时间倒序)

2011/09–2014/06  武汉大学,    计算数学,      理学博士;

2004/09–2007/06  南开大学,    计算数学,      理学硕士;

2000/09–2004/06  曲阜师范大学,数学与应用数学,理学学士

2 研究工作经历(按时间倒序)

2009/12 至今      临沂大学,理学院,讲师;

2007/09–2009/12  临沂大学,理学院,助教

3、近3年发表部分学术论文

[6] Kuang Nenghui, Xie Huantian. Sequential maximum likelihood estimation for the hyperbolic diffusion process. Methodology and Computing in Applied Probability, 2015, 17(2):373-381.(2015-06)

[5] Kuang Nenghui, Xie Huantian. Maximum likelihood estimator for the sub-fractional Brownian motion approximated by a random walk. Annals of the Institute of Statistical Mathematics, 2015, 67(1): 75-91.(2015-02)

[4] Xie Huantian, Li Dingfang, Xiong Lihua. Exploring the ability of the Pettitt method for detecting change point by Monte Carlo simulation. Stochastic Environmental Research and Risk Assessment, 2014, 28(7): 1643-1655. (2014-10)

[3] Li Dingfang, Xie Huantian, Xiong Lihua. Temporal Change Analysis Based on Data Characteristics and Nonparametric Test. Water Resources Management, 2014, 28(1): 227-240. (2014-01)

[2] Xie Huantian, Li Dingfang. A meshless method for Burgers’ equation using MQ-RBF and high-order temporal approximation. Applied Mathematical Modelling, 2013, 37(22):9215-9222. (2013-11)

[1] Xie Huantian, Li Dingfang, Li Feng. A new numerical method of particular solutions for inhomogeneous Burgers' equation. Mathematical Problems in Engineering, Article ID 974808, 7 pages, 2013. doi:10.1155/2013/974808. (2013-07)

4、奖励:

分别于2010年和2014年获临沂市自然科学优秀学术成果三等奖各1项。