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1. Weicker, L., Keuninckx, L., Friart, G., Danckaert, J., & Erneux, T. (2016). Multirhythmicity for a Time-Delayed FitzHugh-Nagumo System with Threshold Nonlinearity. In Control of Self-Organizing Nonlinear Systems (1 ed., pp. 337-354). Switzerland: Springer International Publishing.(Understanding Complex Systems, 1860-0832).
2. Otto, C., Lüdge, K., Viktorov, E., & Erneux, T. (2012). Quantum dot laser tolerance to optical feedback. In K. Lüdge (Ed.), Nonlinear Laser dynamics (1 ed., pp. 139-160). Weinheim Germany: Wiley-VCH. doi:10.1002/9783527639823.ch6
3. Kelleher, B., Goulding, D., Hegarty, S., Huyet, G., Viktorov, E., & Erneux, T. (2012). Optically Injected Single-Mode Quantum Dot Lasers. In Z. Wang (Ed.), Quantum Dot Devices (1 ed., pp. 1-22). New York: Springer.(Lecture Notes in Nanoscale Science and Technology, 13). doi:10.1007/978-1-4614-3570-9_1
4. Mandel, P., & Erneux, T. (1984). Absorptive optical bistability in a bad cavity. In C. M. Bowden, H. M. Gibbs, & S. L. McCall (Eds.), Optical bistability 2 (pp. 447-453). New York: Plenum Press.
5. Nicolis, G., Erneux, T., & Kaufman, M. (1978). Pattern formation in reacting and diffusing systems. In S. A. Rice (Ed.), Advances in chemical physics (pp. 263-315). New-York-Chichester: J. Wiley & Sons.

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