Here an updated list of papers supported by the project: Hal-Publication.
- F. Triki and Q. Xue. Hölder stability of quantitative photoacoustic tomography based on partial data. Submitted (2021).
- F. Triki, Coefficient identification in parabolic equations with final data. Journal de Mathématiques Pures et Appliquées, Volume 148, April. Pages 342-359 (2021).
- C. Ghanmi, S. Mani-Aouadi, and F. Triki. Identification of a boundary influx condition in a one-phase Stefan problem. To appear in Applicable Analysis (2021).
- G. Bao, Y. Liu, and F. Triki, Recovering simultaneously a potential and a point source from Cauchy data. Journal Minimax Theory and its Applications, Volume 6-2: 227-238 (2021).
- F. Triki and T. Yin. Inverse conductivity problem with internal data. Submitted (2020).
- E. Bonnetier, M. Choulli, M., F. Triki. Stability for quantitative photoacoustic tomography revisited. arXiv preprint arXiv:1905.07914 (2019).
- H. A. Jebawy and A. El Badia. Direct algorithm for reconstructing small absorbers in thermoacoustic tomography problem from a single data
- G. Bao and F. Triki, Stability for the multifrequency inverse medium problem. Journal of Differential Equations 269 (9), 7106-7128 (2020).
- H. Ammari, M. Putinar, A. Steekamp, F. Triki. Reconstruction of domains with algebraic boundaries from generalized polarization tensors. SIAM Journal on Imaging Sciences, 12(4), 2097-2118. (2019).
- Kaïs Ammari, Faouzi Triki. On Weak Observability for Evolution Systems with Skew-Adjoint Generators. SIAM Journal on Mathematical Analysis 52 (2), 1884-1902. (2020).
- Faouzi Triki, Darko Volkov. Stability estimates for the fault inverse problem. Inverse Problems, vol. 35, no 7, p. 075007. (2019).
- Habib Ammari, Mihai Putinar, Andries Steenkamp, Faouzi Triki. Identification of an algebraic domain in two dimensions from a finite number of its generalized polarization tensors. Mathematische Annalen, 1-18 (2019).
- Kui Ren and Faouzi Triki, A Global stability estimate for the photo-acoustic inverse problem in layered media, European Journal of Applied Mathematics 30 (3), 505-528 (2019).
- Eric Bonnetier, Faouzi Triki, Qi Xue, An inverse problem for an electroseismic model describing the coupling phenomenon of electromagnetic and seismic waves. Inverse Problems 35 (4), 045002, (2019)
- Y. Kian, E. Soccorsi, Holder stably determining the time-dependent electromagnetic potential of the Schrodinger equation, SIAM J. Math. Anal., 51 (2019), 627-647.
- Y. Kian, D. Sambou, E. Soccorsi, Logarithmic stability inequality in an inverse source problem for the heat equation on a waveguide, Applicable Analysis, https://doi.org/10.1080/00036811.2018.1557324.
- X. Huang, Y. Kian, E. Soccorsi, M. Yamamoto, Carleman estimate for the Schrodinger equation and application to magnetic inverse problems, Journal of Mathematical Analysis and Applications, 474 (2019), 116-142.
- Y. Kian, Y. Kurylev, M. Lassas, L. Oksanen, Unique recovery of lower order coefficients for hyperbolic equations from data on disjoint sets, Journal of Differential Equations, 267 (2019), no. 4, 2210-2238.
- Z. Li, Y. Kian, E. Soccorsi, Initial-boundary value problem for distributed ordertime-fractional diffusion equations, Asymptotic Analysis, arXiv:1709.06823.
- G. Hu, Y. Kian, P. Li, Y. Zhao, Inverse moving source problems in electrodynamics, Inverse Problems, 35 (2019), 075001.
- Y. Kian, Determination of non-compactly supported electromagnetic potentials in unbounded closed waveguide, Revista Matemtica Iberoamericana, arXiv:1802.04185.