• R.-Y. Lai and T. Zhou, Partial data inverse problems for nonlinear magnetic Schrödinger equation, submitted.

  • Y. Assylbekov and T. Zhou, Inverse boundary value problems for nonlinear Maxwell’s equations with second harmonic generation, submitted.

  • P. Caro, R.-Y. Lai, Y.-H. Lin and T. Zhou, Boundary determination of electromagnetic and Lamé parameters with corrupted data, to appear.

  • Y. Assylbekov and T. Zhou, Direct and Inverse problems for the nonlinear time-harmonic Maxwell equations in Kerr-type media, Journal of Spectral Theory.

  • Y. Wang and T. Zhou, Inverse problems for quadratic derivative nonlinear wave equations, Communications in Partial Differential Equations, 44 (11) (2019), 1140-1158. (arXiv pdf)

  • R.-Y. Lai and T. Zhou, Nonparaxial Near-nondiffracting Accelerating Optical Beams, Communications in Mathematical Physics, 353 (2017), no. 2, 771–790. (arXiv pdf)

  • I.  Kocyigit, R.-Y. Lai, L. Qiu, Y. Yang and T. Zhou, Applications of CGO Solutions on Inverse Problems of Coupled-Physics Imaging Methods, Mathematics (2017). (arXiv pdf)

  • M. Lassas and T. Zhou, The Blow-Up of Electromagnetic Fields in 3-Dimensional Invisibility Cloaking for Maxwell’s Equations, SIAM J. Appl. Math.,  76 (2016), no. 2, 457–478 . (arXiv pdf)

  • G. Bal and T. Zhou, Hybrid Inverse Problems for a System of Maxwell’s Equations, Inverse Problems, 30 (2014), 055013. (arXiv pdf)

  • P. Caro and T. Zhou, On Global Uniqueness for an IBVP for the Time-harmonic Maxwell’s Equations, Analysis & PDE, 7 (2014), No. 2, 375-405. (arXiv pdf)

  • G. Uhlmann and T. Zhou, Inverse Electromagnetic Problems, A Chapter in the Encyclopedia of Applied and Computational Mathematics, (2014) Springer-Verlag.

  • M. Lassas and T. Zhou, Singular Partial Differential Operators and Pseudo-differential Boundary Conditions in Invisibility Cloaking, proceedings for ECM Satellite Conference “Fourier Analysis and Pseudo-Differential Operators”, Trends in Mathematics, 239–260.

  • J.-N. Wang and T. Zhou, Enclosure Methods for Helmholtz-type Equations, Inside Out II, MSRI Publications, 60 (2012), 249-270.

  • H. Y. Liu and T. Zhou, Transformation Optics and Approximate Cloaking, Contemporary Mathematics, 559 (2011), 65–83.

  • M. Lassas and T. Zhou, Two Dimensional Invisibility Cloaking for Helmholtz Equation and Non-local Boundary Conditions, Math. Res. Lett., 18 (2011). (arXiv pdf)

  • G. Bal, K. Ren, G. Uhlmann and T. Zhou, Quantitative Thermo-acoustics and related problems, Inverse Problems, 27 (2011).

  • H.-Y. Liu and T. Zhou, On Approximate Electromagnetic Cloaking by Transformation Media, SIAM J. Appl. Math, 71 (2011), 218-241. (arXiv pdf)

  • H.-Y. Liu and T. Zhou, Two Dimensional Invisibility Cloaking via Transformation Optics, Discrete and Continuous Dynamical Systems A(DCDS A), 31 no. 2 (2011). (arXiv pdf)

  • T. Zhou, Reconstructing Electromagnetic Obstacles by the Enclosure Method, Inverse Probl. Imaging, 4 (2010), 547-569.