Parties d'ouvrages collectifs (9)
  1. 1. Massar, S., Phan Huy, K., Brainis, E., Nguyen, A. T., Haelterman, M., Emplit, P., Cerf, N., Lamoureux, L.-P., Amans, D., Corbari, C., Canagasabey, A., Ibsen, M., Kazansky, P. G., Fotiadi, A., Mégret, P., & Deparis, O. (2007). Three topics in quantum communication: error filtration, quantum string flipping, photon pair generation in periodically poled fibers. In M. Zukowski, S. Kilin, & J. Kowalik (Eds.), Quantum Communication and Security (pp. 3-10). Amsterdam: IOS Press.(NATO security through science series, 11).
  2. 2. Millot, G., Pitois, S., Dudley, J. M., & Haelterman, M. (2003). Experimental study of modulational instability and vector solitons in optical fibers. In K. Porsezian & V. C. Kuriakose (Eds.), Optical Solitons: Theoretical And Experimental Challenges (pp. 327-351). Berlin: Springer.
  3. 3. Trillo, S., & Haelterman, M. (2001). Parametric solitons in passive structures with feedback. In S. Trillo & W. Torruellas (Eds.), Spatial Solitons. Berlin: Springer.(Optical Sciences Series).
  4. 4. Haelterman, M., & Coen, S. (1999). Modulational instabilities in passive cavities: theory and experiment. In V. E. Zakharov & S. Wabnitz (Eds.), Optical solitons: theoretical challenges and industrial perspectives (pp. 215-231). Berlin: Springer.(Centre de Physique des Houches, 12).
  5. 5. Millot, G., Pitois, S., Seve, E., Tchofo Dinda, P., Grelu, P., Wabnitz, S., Haelterman, M., & Trillo, S. (1999). Vector Modulational Instabilities and Soliton Experiments. In V. Zakharov & S. Wabnitz (Eds.), Optical Solitons: Theoretical Challenges and Industrial Perspectives. Paris: Springer-Verlag.
  6. 6. Montes, C., Picozzi, A., & Haelterman, M. (1999). Self-Structuration of Three-Wave Dissipative Solitons in CW-Pumped Optical Cavities. In V. Zakharov & S. Wabnitz (Eds.), Optical Solitons: Theoretical Challenges and Industrial Perspectives. Paris: Springer-Verlag.
  7. 7. Torruellas, W., Jian, P., Trillo, S., Haelterman, M., Peschel, U., & Lederer, F. (1999). Solitons in Cavities with Quadratic Nonlinearities. In V. Zakharov & S. Wabnitz (Eds.), Optical Solitons: Theoretical Challenges and Industrial Perspectives. Paris: Springer-Verlag.
  8. 8. Seve, E., Tchofo Dinda, P., Millot, G., & Haelterman, M. (1998). Instability of waves propagating in a highly birefringent fiber. In L. Vazquez, F. Tirado, & I. Martin (Eds.), Supercomputation in Nonlinear & Disordered Systems: Algorithms, Applications & Architectures (pp. 391-392). Singapour: World Scientific.
  9. 9. Haelterman, M., Badolo, M., & Sheppard, A. (1995). NRZ Soliton Transmission Scheme. In H. Hasegawa (Ed.), Physics and Applications of Optical Solitons in Fibres. Dordrecht: Kluwer Academic Publishers.
    10.   Articles dans des revues avec comité de lecture (190)
  10. 1. Akakpo, E. K., Haelterman, M., Leo, F., & Parra-Rivas, P. (2024). Implications of tristability on localization phenomena: A necking bifurcation's tale. Chaos, solitons and fractals, 186, 115201. doi:10.1016/j.chaos.2024.115201
  11. 2. Butschek, L., Akrout, A., Dimitriadou, E., Lupo, A., Haelterman, M., & Massar, S. (2022). Photonic reservoir computer based on frequency multiplexing. Optics Letters, 47, 782-785. doi:https://doi.org/10.1364/OL.451087
  12. 3. Poulvellarie, N., Mas Arabi, C., Ciret, C., Combrie, S., de Rossi, A., Haelterman, M., Raineri, F., Kuyken, B., Gorza, S.-P., & Leo, F. (2021). Efficient type II second harmonic generation in an indium gallium phosphide on insulator wire waveguide aligned with a crystallographic axis. Optics Letters, 46(7), 1490-1493. doi:10.1364/OL.418064
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