Participations à des congrès et colloques internationaux (63)
  1. 37. Charléty, J., Nolet, G., Sigloch, K., Voronin, S., Loris, I., Simons, F., Daubechies, I., & Judd, S. (2010). Wavelet regularization per nullspace shuttle. Poster présenté à la conférence American Geophysical Union Fall Meeting 2010 (13-17/12/2010: San Francisco, USA).
  2. 38. Loris, I., Simons, F., Daubechies, I., Nolet, G., Fornasier, M., Vetter, P., Judd, S., Voronin, S., Vonesch, C., & Charléty, J. (2010). A new approach to global seismic tomography based on regularization by sparsity in a novel 3D spherical wavelet basis. Poster présenté à la conférence European Geophysical Union General Assembly 2010 (2-7/05/2010: Vienna, Austria).
  3. 39. Judd, S., Charléty, J., Nolet, G., Simons, F., Daubechies, I., Vetter, P., Voronin, S., Vonesch, C., & Loris, I. (2010). The computation of Finite-Frequency kernels without the paraxial approximation. Poster présenté à la conférence European Geophysical Union General Assembly 2010 (2-7/5/2010: Vienna, Austria).
  4. 40. Loris, I., Simons, F., Daubechies, I., Nolet, G., Fornasier, M., Vetter, P., Judd, S., Voronin, S., Vonesch, C., & Charléty, J. (2010). Solving or resolving global tomographic models with spherical wavelets, and the scale and sparsity of seismic heterogeneity. Paper session presented at American Geophysical Union Fall Meeting 2010 (13-17/12/2010: San Francisco, USA).
  5. 41. Nassiri, V., Loris, I., & Verhoeven, C. (2010). Sparse Linear Inverse Problems in Presence of Outliers. Poster présenté à la conférence Third PhD-Day of the Belgian Mathematical Society (13/9/2010: Brussels, Belgium).
  6. 42. Loris, I. (2009). On the convergence rate of iterative $\ell_1$ minimization algorithms. Paper session presented at Conference on Applied Inverse Problems (20-24/7/2009: Vienna, Austria).
  7. 43. Loris, I. (2009). Algorithms and Penalizing Strategies. Paper session presented at Workshop on tomography with wavelets (28-31/5/2009: Villefranche-sur-Mer, France).
  8. 44. Loris, I. (2009). Novel regularization techniques for seismic tomography. Paper session presented at Conference on Applied Inverse Problems (20-24/7/2009: Vienna, Austria).
  9. 45. Loris, I., Simons, F., Daubechies, I., Nolet, G., Fornasier, M., Vetter, P., Judd, S., & Voronin, S. (2009). A new Approach to Global Seismic Tomography that Promotes Sparsity with a new Three-Dimensional Wavelet Transform in Spherical Geometry. Paper session presented at American Geophysical Union Fall Meeting 2009 (14--18/12/2009: San Francisco, USA).
  10. 46. Loris, I. (2008). Comparison of algorithms for the minimization of $\ell_1$ penalized functionals. Paper session presented at Workshop on Sparsity and its Applications to Large Inverse Problems (14-15/12/2008: Cambridge, UK).
  11. 47. Loris, I. (2008). Application of wavelets to seismic tomography. Paper session presented at Wavelets in the presence and in the future (27/5/2008: Hasselt, Belgium).
  12. 48. Douma, H., Loris, I., Fornasier, M., Vetter, P., Judd, S., Nolet, G., & Daubechies, I. (2007). Global tomography using finite-frequency kernels in the wavelet domain. Poster présenté à la conférence American Geophysical Union, Fall Meeting 2007 (San Franscisco).
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