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副教授
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  • 姓名:郭永霞
  • 性别:女
  • 职称:副教授
  • 职务:
  • E-mail:hailang615@126.com
  • 工作室:文津楼1218
性别 职称 副教授
职务 邮箱 hailang615@126.com
工作室 文津楼1218

基本情况

  • 2015/07-至今,陕西师范大学,数学与信息科学学院,讲师,副教授

  • 2015/07-2018/07,陕西师范大学,计算机科学学院,博士后,合作导师:姚若侠

  • 2012/09-2015/06,陕西师范大学,数学与信息科学学院,博士,导师:魏广生

  • 2009/09-2012/04,南京理工大学,理学院,硕士,导师:杨传富

  • 2005/09-2009/06,山西师范大学,数学与计算机科学学院,学士

代表性学术论文

  • 1. Guo Yongxia, Wei Guangsheng, The sharp conditions of the uniqueness for inverse nodal problems, Journal of Differential Equations, 266, 2019, 4432-4449.

  • 2. Guo Yongxia, Wei Guangsheng,, Inverse problems: dense nodal subset on an interior subinterval, Journal of Differential Equations, 255, 2013, 2002-2017.

  • 3. Guo Yongxia, Wei Guangsheng, Determination of differential pencils from dense nodal subset in an interior subinterval, Israel Journal of Mathematics, 206, 2015, 213-231.

  • 4. Guo Yongxia, Wei Guangsheng, Yao Ruoxia, Uniqueness theorems for the Dirac operator with eigenparameter boundary conditions and transmission conditions, Applicable Analysis, 99,2020,1564-1578.

  • 5. Guo Yongxia, Wei Guangsheng, Inverse scattering problems where the potential is not absolutely continuous on the known interior subinterval, Journal of Mathematical Physics, 59,2018: 012106, 8 pp.

  • 6. Guo Yongxia, Wei Guangsheng, Inverse Sturm-Liouville problems with the potential known on an interior subinterval, Applicable Analysis, 94,2015, 1025-1031.

  • 7. Guo Yongxia, Wei Guangsheng, Inverse problem for differential pencils with incompletely spectral information, Taiwanese Journal of Mathematics, 19, 2015, 927-942.

  • 8. Guo Yongxia, Wei Guangsheng, Yao Ruoxia, Inverse problem for interior spectral data of discontinuous Dirac operator, Applied Mathematics and Computation, 268, 2015, 775-782.

  • 9. Guo Yongxia, Wei Guangsheng, Yao Ruoxia, Inverse problems for Dirac operator with the potential known on an interior subinterval, Analysis and Mathematical Physics, 9, 2019, 155-163.

  • 10. Guo Yongxia, Wei Guangsheng, Yao Ruoxia, An inverse three spectra problem for Sturm-Liouville operators, Boundary Value Problems, 2018, Paper No. 68, 14pp.

  • 11. Guo Yongxia, Wei Guangsheng, Yao Ruoxia, Determination of differential pencils with impulse from interior spectral data, Boundary Value Problems, 2019, Paper No. 151, 21pp.

  • 12. Guo Yongxia, Wei Guangsheng, Inverse nodal problem for Dirac equations with boundary conditions polynomially dependent on the spectral parameter, Results in Mathematics, 67,2015, 95-110.

  • 13. Guo Yongxia, Wei Guangsheng, On the reconstruction of the Sturm-Liouville problems with spectral parameter in the discontinuity conditions, Results in Mathematics, 65, 2014, 385-398.

  • 14. Guo Yongxia, Wei Guangsheng, Inverse scattering problems with the potential known on an interior subinterval, Journal of Mathematical Physics, Analysis, Geometry, 15, 2019, 225-238.

教育科研项目

  • 1.国家自然科学青年基金项目:Sturm-Liouville逆结点问题的适定性研究,2017/01-2019/12.

  • 2.中国博士后基金面上项目:基于混合谱数据Sturm-Liouville逆问题,2017/01-2018/07.

  • 3.陕西省高校科协青年人才托举计划项目:基于混合谱数据的一维Schrodinger算子的重构,2020/01-2021/12.

教育科研奖励

  • 1. 2017年陕西省优秀博士论文.

  • 2. 2020年陕西省数学会青年教师优秀论文奖一等奖.

  • 3. 微分算子谱及反谱理论,2016年陕西高等学校科学技术奖(一等), 第三完成人.

  • 4. 非线性偏微分系统的可积性和不变性及其应用研究,2018年陕西省科学技术奖(二等), 第三完成人.

讲授课程

  • 线性代数、高等数学



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