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曲风龙

作者: 时间:2018-06-08 点击数:

 

曲风龙老师

职务:    系主任

教授课程:  高等数学,线性代数,数学分析

研究方向:  反问题的理论分析和算法研究

个 人 简 历

基本信息


曲风龙,2009年毕业于中国科学院数学与系统科学研究院,现为烟台大学数学与信息科学学院副教授。已发表论文12篇,其中SCI二区论文5篇,SCI三区论文2篇,SCI四区论文2篇,权威核心2篇,SCI索引30余次,并有多篇学术论文投稿到国际顶级SCI的期刊杂志。先后主持国家自然科学基金3项,分别为面上项目、青年项目和天元基金,山东省统计局项目1项,以第二位参与主持国家自然科学基金2项,山东省面上基金2项。近几年多次受邀在美国、香港、北京、杭州、西安等国内外重要学术会议作学术报告。2017617-18曲风龙在烟台大学成功举办题为“反问题的理论研究及其应用”的学术研讨会,拓广了烟台大学的学术影响力。2016815-19受邀在美国密歇根理工大学举办的国际学术会议“International Conference on Computational Mathematics and Inverse Problems Kliakhandler Conference”作30分钟学术报告,会后在美国密歇根理工大学访问12天,得到较好的学术成果。  

研究工作经历

* 2009.07—2015.01,烟台大学,数学与信息科学学院,讲师

* 2015.01-至今, 烟台大学,数学与信息科学学院,副教授

* 2018.9-2019.9, 美国, The university of Texas at Austin, 访问学者

主持基金

* 主持基金,国家自然科学基金面上基金:流固耦合散射问题的数学理论与数值算法;53 万,项目编号为:11871416;起止年月:20191-202212月;

* 主持基金,国家自然科学基金青年基金:电磁散射中的无穷曲面锥形散射问题及其反问题;23万,项目编号为:11401513;起止年月:20151-201712月;

* 主持基金,国家自然科学基金天元基金:无穷曲面散射问题与非齐次传导介质散射问题,3万, 项目编号:11026098,起止年月:20111-201112月;

主持基金,山东省统计局重点项目:我省工业部门投资对经济增长的影响;0.5万,起止年月:20155-20165月;

* 参与基金(2/5),国家自然科学基金青年基金:一类空间奇异反应对流扩散方程的行波解与交互作用;22万,项目编号为:11201402;起止年月:20131-201512月;

* 参与基金(2/5),山东省面上基金项目:高维空间非平面行波解的交互作用;项目编号:ZR2017MA044;起止年月:20178月-20206月。

研究兴趣

无穷曲面的电磁散射问题及其反问题;

声学和电磁学中的反散射问题及其数值算法;

医学成像中的反问题及其数值算法。

发表论文

[1] Fenglong Qu, Jiaqing Yang*, Bo Zhang, Recovering an elastic obstacle containing embedded objects by the acoustic far-field measurements, Inverse Problems, Vol. 34(1), 015002, (2018).

[2] Fenglong Qu, Jiaqing Yang*, On recovery of an inhomogeneous cavity in inverse acoustic scattering, Inverse Problems and Imaging Vol.12(2) , (2018) 281-291.

      [3] Fenglong Qu, Jiaqing Yang*, Bo Zhang, An approximate factorization method for inverse medium scattering with unknown buried objects, Inverse Problems Vol. 33(3), 035007 (2017).

[4] Guanghui Hu, Xiaodong Liu, Fenglong Qu, Bo Zhang*, Variational Approach to Rough Surface Scattering Problems with Neumann and Generalized Impedance Boundary Conditions, Communications in Mathematical Sciences, Vol. 13(2) pp.511-537, (2015).

[5] Fenglong Qu*, Yaping Wu, The Global Existence of Solutions for Two classes of Chemotaxis Models, Acta Mathematicae Applicatae Sinica English Series Vol. 30(3) PP.555-570, (2014).

[6] Fenglong Qu*, Uniqueness in inverse electromagnetic conductive scattering by penetrable and inhomogeneous obstacles with a Lipschitz boundary, Abstr. Appl. Anal. Volume 2012, PP.1-21, (2012).

[7] Guanghui Hu, Fenglong Qu, Bo Zhang*, A linear sampling method for inverse problems of diffraction gratings of mixed type, Math. Method. Appl. Sci. Vol. 35(9), PP.1047-1066, ( 2012).

[8] Xiliang Li, Fenglong Qu*, Almost automorphic mild solutions to some fractional delay differential equations, Annals of Differential Equations. Vol 28(4), PP.412-416, (2012).

[9] Fenglong Qu*, Rough Surface Scattering Problem for energy absorption medium, IEEE The World Congress on Engineering and Technology. PP.653-656, (2011).

[10] Guanghui Hu, Fenglong Qu, Bo Zhang*, Direct and Inverse Problems for Electromagnetic Diffraction by a Doubly Periodic Structure with a Partially Coated Dielectric, Math. Method. Appl. Sci. Vol 33(2), PP.147-156, (2010).

[11] Fenglong Qu, Haiwen Zhang, Bo Zhang*, A Novel integral equation for scattering by a locally rough surface and application to the inverse problem: the Neumann case, (Submitted to SIAM J. Appl. Math.) (2018)

邀请报告

  1. Variational Approach to Rough Surface Scattering Problems with Neumann and Generalized Impedance Boundary Conditions, International Workshop on Theoretical and Computational Analyses for Inverse Problems, March 15-16, 2014, Guangzhou, China, (Invited Mini-symposium Talk).

  2. Some estimates for interior transmission problems and their applications, The 8th international congress on Industrial and Applied Mathematics, August 1014, 2015, Beijing, China, (Invited Mini-symposium Talk)

  3. The inverse scattering problem for an inhomogeneous cavity, The 8th International Workshop on Theoretical and Computational Analyses for Inverse Problems, June 18-19, 2016, Being, China, (Invited Talk)

  4. Uniqueness results and the factorization method in the inverse scattering problem for an inhomogeneous cavity, International Conference on Computational Mathematics and Inverse Problems Kliakhandler ConferenceAug. 15-19, 2016, Michigan Tech., Houghton, USA, (Invited Talk)

  5. On recovery of a penetrable periodic interface,  Applied Inverse Problems –Mini-symposium Visibility and Invisibility for Wave Scattering, 5.29-6.2, 2017, Hangzhou, China, (Invited Mini-symposium Talk).

  6. Global uniqueness results for penetrable periodic interfaces, 反问题与地震成像研讨会, 07.01-02, 2017, 西安, (Invited Mini-symposium Talk).

  7. Near-field imaging of an inhomogeneous cavity with the factorization method, 第十一届全国计算数学年会, 7.21-23, 2017, 西安, (Invited Mini-symposium Talk).

  8. Uniqueness results for the fluid-solid interaction problem, Workshop for Inverse Problems and Big Data, 12.09, 2017, Beijing, Academy of Mathematics and Systems Science, Chinese Academy of Sciences, (Invited Talk).

  9. The inverse scattering problems for an inhomogeneous cavity,第十届反问题年会, 2018.5.28-31,吉林大学国家天元数学东北中心,(Invited Mini-symposium Talk).

     

  10. Uniqueness results for the inverse cavity scattering problems, 2018.5.11-13, 东华理工大学, 南昌。(Invited Talk).


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