1. Mejias JF and Longtin A (2014) Differential effects of excitatory and inhibitory heterogeneity on the gain and asynchronous state in sparse cortical networks. Front. Comput. Neurosci. 8, 00107.
2. Dumont G, Northoff G, Longtin A (2014) Linear noise approximation for oscillations in a stochastic inhibitory network with delays. Phys.Rev. E 90, 012702.
3. Thivierge, JP, Comas R, Longtin A (2014) Attractor dynamics in local neuronal networks. Front. Neural Circuits 8:22.
4. Payeur, A, Lefebvre, J, Maler, L and Longtin, A (2013) Linear response theory for two neural populations applied to gamma oscillation generation. Phys. Rev. E 87, 032703.
5. Hutt, A, Lefebvre, J and Longtin, A (2012) Delay stabilizes stochastic systems near a non-oscillatory instability. Eur. Phys. Lett. 98, 20004. (pdf)
6. Xie, JL, Wang, ZJ and Longtin, A (2012) Correlated firing and oscillations in spiking networks with global delayed inhibition. Neurocomputing 83, 146-157. (pdf)
7. Boulet, J., Balasubramaniam, R, Daffertshofer, A. and Longtin, A (2010) Stochastic two delay-differential model of delayed visual feedback effects on postural dynamics. Phil. Trans. R. Soc. A 368, 423-438.
8. Lefebvre, J., Longtin, A. and LeBlanc, VG (2010) Oscillatory Response in a Sensory Network of ON and OFF cells with Instantaneous and Delayed Recurrent Connections. Phil. Trans. R. Soc. A 368, 455-467.
9. Lefebvre, J., Longtin, A. and LeBlanc, VG (2009) Dynamics of driven recurrent networks of ON and OFF cells. Phys. Rev. E 80, 041912 ((selected for: Virtual Journal of Biological Physics Research) (pdf)
10. Longtin, A. (2009) Stochastic delay-differential equations. In: Complex Time-Delay Systems, F. Atay, ed. (Springer, Berlin) (in press )
11. Sutherland, C., Doiron, B. and Longtin, A. (2009) Feedback-induced gain control in stochastic spiking networks. Special issue on "Neuronal Dynamics of Sensory Coding" (dedicated to JP Segundo), Biol. Cybern. 100, 475-489. (pdf)
12. Hutt, A., Sutherland, C. and Longtin, A. (2008) Driving neural oscillations with correlated spatial input and topographic feedback. Phys. Rev. E 78, 021911. (pdf)
13. Morse, R. and Longtin, A. (2006) Coherence and stochastic resonance in threshold crossing detectors with delayed feedback. Phys. Lett. A 359, 640-646. (pdf)
14. Lindner, B., Doiron, B. and Longtin, A. (2005) Theory of oscillatory firing induced by spatially correlated noise and delayed inhibitory feedback. Phys. Rev. E 72, 061919. (pdf)
15. Chacron, M.J., Longtin, A. and Maler, L. (2005) Delayed excitatory and inhibitory feedback shape neural information transmission. Phys. Rev. E 72, 051917. (selected for the November 15, 2005 issue of the Virtual Journal of Biological Physics Research). (pdf)
16. Masuda, N., Doiron, B., Longtin, A. and Aihara, K.(2005), Coding of time-varying signals in networks of spiking neurons with global feedback. Neural Comput. 17, 2139-2175. (pdf)
17. Doiron, B., Lindner, B., Longtin, A., Maler, L. and Bastian, J. (2004) Oscillatory activity in electrosensory neurons increases with the spatial correlation of the stochastic input stimulus. Phys. Rev. Lett. 93, 048101. (pdf)
18. Laing, C.R. and Longtin, A. (2003) Dynamics of deterministic and stochastic paired excitatory-inhibitory delayed feedback. Neural Comput. 15, 2779-2822. (pdf)
19. Guillouzic, S., L'Heureux, I. and Longtin, A. (2000) Rate processes in a stochastically driven delayed overdamped system, Phys. Rev. E 61, 4906-4914. (pdf)
20. Guillouzic, S., L'Heureux, I. and Longtin, A. (2000) Transition rates for stochastic delay differential equations. AIP Proc. 502, Stochastic and Chaotic Dynamics in the Lakes, Ambleside, UK, August 1999 (Amer. Inst. Physics, New York) pp.456-461.
21. Guillouzic, S., L'Heureux, I. and Longtin, A. (1999) Small delay approximation of stochastic differential delay equations. Phys. Rev. E 59, 3970-3982. (pdf)
22. Longtin, A., Hinzer, K. (1996) Simple noise-induced transitions in models of neural systems. In "Fluctuations and Order: The New Synthesis", edited by M.M. Millonas (Springer, New York), pp. 343-358.
23. Longtin, A. (1991) Noise-induced transitions at a Hopf bifurcation in a first order delay-differential equation. Phys. Rev. A 44, 4801-4813. (pdf)
24. Longtin, A. (1991) Nonlinear dynamics of neural delayed feedback, 1990 Lectures in Complex Systems, SFI Studies in the Sciences of Complexity, Lect. Vol. III, Lynn Nadel and Daniel Stein Eds. (Addison-Wesley, Redwood City, CA). pp.391-405.
25. Longtin, A., Milton, J.G., Bos, J. and Mackey, M.C. (1990) Noise and critical behavior of the pupil light reflex at oscillation onset, Phys. Rev. A 41, 6992-7005. (pdf)
26. Milton, J.G., an der Heiden, U., Longtin, A. and Mackey, M.C. (1990) Complex dynamics and noise in simple neural networks with delayed mixed feedback, Biomed. Biochim. Acta 49 8/9: 697-707.
27. Longtin, A. and Milton, J.G. (1990) Time delays, noise and oscillations in neural feedback systems, in Proc., 12th Ann. Intern. Conf. IEEE Engineer. in Medicine and Biology Society, Philadelphia, Nov. 1990.
28. Longtin, A. and Milton, J.G. (1988) Complex oscillations in the human pupil light reflex with mixed delayed feedback, Math. Biosci. 90: 183-199. (pdf)