[1] Fenglong Qu, Yubo Wang and Yanli Cui, Global uniqueness for determining an inverse electromagnetic scattering medium and its physical coefficients, Inverse Problems, 41, 075005, 2025. [2] Yanli Cui, Fenglong Qu and Xiliang Li, Near-field imaging of an inhomogeneous cavity with a modified factorization method, Journal of Computational Mathematics, 43(2), 394-412, 2025. [3] Fenglong Qu, Yuhao Wang, Zhen Gao and Yanli Cui, Simultaneously imaging an inhomogeneous conductive medium and various impenetrable obstacles, Journal of Computational Mathematics, 43(4), 771-790, 2025. [4] Fenglong Qu, Peilin Li, Zhen Gao and Yanli Cui, Imaging a two-layered conductive medium by a modified factorization method, Applicable Analysis, 104, 583-587, 2025. [5] Fenglong Qu, Ruixue Jia, Yanli Cui, Inverse conductive medium scattering with unknown buried objects, Acta Mathematica Scientia, 43, 2005-2025, 2023. [6] Fenglong Qu, Ruixue Jia, Yanli Cui, Imaging a coated dielectric with various unknown buried objects inside, Math. Method. Appl. Sci. 46(13), 14243-14259, 2023. [7] Yanli Cui，Fenglong Quand Changkun Wei, On recovery of an unbounded bi-periodic interface for the inverse fluid-solid interaction scattering problem, Journal of Inverse and Ill-posed Problems, 31(3), 431-440, 2023. [8] Fenglong Qu, jiaqing Yang and Haiwen Zhang, Shape reconstruction in inverse scattering by an inhomogeneous cavity with internal measurements, SIAM Journal on Imaging Sciences，（SIAM J. Imaging. Sci.）Vol. 12(2), 788-808, (2019). [9] Fenglong Qu, Bo Zhang and Haiwen Zhang, A novel integral equation for scattering by locally rough surfaces and application to the inverse problem: the Neumann case, SIAM Journal on Scientific Computing, (SIAM J. Sci. Comput.), 41(6), A3673-A3702, (2019). [10] Fenglong Qu and Haiwen Zhang, Locating a complex inhomogeneous medium with an approximate factorization method, Inverse Problems, Vol. 35(4), 045001, (2019). 2019.04 [11] Fenglong Qu, Jiaqing Yang, Unique determination on inverse electromagnetic scattering by a two-layered cavity, Inverse Problems,（Inverse Probl.） Vol. 35(12), 125010, (2019) . [12] 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). [13] Yanli Cui, Fenglong Qu*, Identification of the interface between acoustic and elastic waves from internal measurements (2020)，Journal of Inverse and Ill-posed Problems, https://doi.org/10.1515/jiip-2018-0101 [14] Yanli Cui, Fenglong Qu*, Determining a multi-layered fluid-solid medium from the acoustic measurements, Acta Mathematicae Applicatae Sinica English Series, Vol. 36(1) PP.67-73, (2020) [15] Fenglong Qu, Jiaqing Yang*, On recovery of an inhomogeneous cavity in inverse acoustic scattering, Inverse Problems and Imaging Vol.12(2) , (2018) 281-291. [16] 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). [17] 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). [18] 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). [19] 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). [20] 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). [21] 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). [22] Fenglong Qu*, Rough Surface Scattering Problem for energy absorption medium, IEEE The World Congress on Engineering and Technology. PP.653-656, (2011). [23] 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). |
