宗高峰

宗高峰,男,山东高密人,1980年11月生,中共党员,理学博士、统计学博士后。现任现金棋牌官网讲师和硕士生导师。

教学方面,先后为本科生主讲过《微积分》、《高等数学》、《线性代数》、《概率论与数理统计》、《金融统计学》、《数据挖掘与分析》、《金融计算与建模》等课程。

在科研方面,在《Mathematical Control and Related Fields》、《Journal of Mathematical Analysis and Applications》《Statistics & Probability Letters》等国内外重要学术期刊上发表专业学术论文10余篇。主持或参与国家自然科学基金、山东省自然科学基金等研究项目多项。获中国博士后科学基金特别资助,教育部博士学术新人奖,山东省优秀博士学位论文,最正规的手机棋牌游戏青年优秀人才支持计划。

目前主要研究方向:随机分析、金融数学等。

发表的主要论文:

1. Chen Zengjing, Liu qingyang, ZongGaofeng. Weak laws of large numbers for sublinearexpectation.Mathematical Control and Related Fields. Volume 8, Number 3&4, September & December 2018, . 637–651.(SCI)

2. Feng, Xinwei, ZongGaofeng. ”Pseudo almost automorphic solution to stochastic differentialequation driven by L´evy process.” Frontiers of Mathematics in China 13.4(2018):779-796.(SCI)

3. Zhao, G., Zhai, K., ZongGaofeng. On optimal stopping and free boundary problemsunder ambiguity. Statistics & Probability Letters. 139(2018): 129-134.(SCI)

4. ZongGaofeng, Zengjing Chen, and Faisal Shahzad.”Comonotonic Random Sets andIts Additivity of Choquet Integrals.” International Journal of Uncertainty, Fuzziness andKnowledge-Based Systems 25.04 (2017): 557-571.(SCI)

5. Chen, Zengjing, Cheng Hu, and ZongGaofeng. ”Strong laws of large numbers forsub-linear expectation without independence.” Communications in Statistics-Theory andMethods 46.15 (2017): 7529-7545.(SCI)

6. ZongGaofeng, Zengjing Chen, and YutingLan. Fubini-Like Theorem of Real-ValuedChoquet Integrals for Set-Valued Mappings. International Journal of Uncertainty, Fuzzinessand Knowledge-Based Systems 24.03 (2016): 387-403.(SCI)

7. An, Qiguang, Guoqing Zhao, and ZongGaofeng. Malliavin method for optimal investmentin financial markets with memory. Open Mathematics 14.1 (2016): 286-299.(SCI)

8. Chen, Zengjing, YutingLan, and GaofengZong. ”Strong law of large numbers for upperset-valued and fuzzy-set valued probability.” Mathematical Control and Related Fields 5.3(2015): 435-452. (SCI)

9. Zhang Miao, ZongGaofeng. ”Almost Periodic Solutions For Stochastic DifferentialEquations Driven By G-Brownian Motion.” Communications in Statistics-Theory andMethods, 44: 2371-2384, 2015. (SCI)

10. ZongGaofeng. ”Anticipated backward stochastic differential equations driven by theTeugels martingales.” Journal of Mathematical Analysis and Applications 412.2 (2014):989-997. (SCI)

11. ZongGaofeng, Chen Zengjing. ”Harnack inequality for mean-field stochastic differentialequations.” Statistics & Probability Letters 83.5 (2013): 1424-1432. (SCI)

12. ZongGaofeng. ”Finite-time ruin probability of a nonstandard compound renewal riskmodel with constant force of interest.” Frontiers of Mathematics in China 5.4 (2010):801-809. (SCI)

13.Kong, Fanchao, ZongGaofeng. ”The finite-time ruin probability for ND claims withconstant interest force.” Statistics & Probability Letters 78.17 (2008): 3103-3109. (SCI)