Bonjour, ceci est un commentaire. Pour supprimer un commentaire, connectez-vous et affichez les commentaires de cet article. Vous pourrez alors…
Q. Zhang, X. Wei, and J. Xu, “Global asymptotic stability analysis of neural networks with time-varying delays,” Neural Processing Letters, Vol. 21, pp. 61–71, 2005.
- Listed: 5 August 2026 22 h 47 min
Description
Q. Zhang, X. Wei, and J. Xu, “Global asymptotic stability analysis of neural networks with time-varying delays,” Neural Processing Letters, Vol. 21, pp. 61–71, 2005.
None
11 total views, 1 today
Sponsored Links
Yamgoue, S.B. and Kofane, T.C. (2002) The subharmonic Melnikov theory for d...
Yamgoue, S.B. and Kofane, T.C. (2002) The subharmonic Melnikov theory for damped and driven oscillators revisited .International Journal of Bifurcation and Chaos, 8, 1915; (2003) […]
No views yet
Gucken, H. J. and Holmes, P. (1983) Nonlinear oscillations, dynamical syste...
Gucken, H. J. and Holmes, P. (1983) Nonlinear oscillations, dynamical systems and bifurcations of vector fields. Springer Verlag, Berlin. **Gucken, H. J. and Holmes, P. […]
No views yet
Melnikov, V.K. (1963) On the stability of a center for time-periodic pertur...
Melnikov, V.K. (1963) On the stability of a center for time-periodic perturbations. Transactions of the Moscow Mathematical Society, 12, 1. Here’s a thinking process: 1. […]
No views yet
Wolf, A., Swift, J. B., Swinney, H.L. and Vastano, J.A. (1985) Determining ...
Wolf, A., Swift, J. B., Swinney, H.L. and Vastano, J.A. (1985) Determining Lyapunov exponents from a time series.Physical Review D, 16, 285. Here’s a thinking […]
1 total views, 1 today
Zaslavsky, G.M. (1985) Chaos in dynamic systems. Harwood Academic, Chur, Sw...
Zaslavsky, G.M. (1985) Chaos in dynamic systems. Harwood Academic, Chur, Switzerland. Here’s a thinking process: 1. **Analyze User Input:** – **Role:** Professional blogger specializing in […]
1 total views, 1 today
Blum, T.C. and Elze, H.T. (1996) Semiquantum chaos in the double well.Physi...
Blum, T.C. and Elze, H.T. (1996) Semiquantum chaos in the double well.Physical Review E, 53, 3123. “Blum, T.C. and Elze, H.T. (1996) Semiquantum chaos in […]
1 total views, 1 today
Sun, Z.K., Xu, W. and Yang, X.L. (2006) Chaos, Solitons and Fractals, 27, 7...
Sun, Z.K., Xu, W. and Yang, X.L. (2006) Chaos, Solitons and Fractals, 27, 778. Here’s a thinking process: 1. **Analyze User Input:** – **Role:** Professional […]
1 total views, 1 today
Jing, Z.J., Yang, Z.Y. and Jiang, T. (2006) Bifurcation and chaos in discre...
Jing, Z.J., Yang, Z.Y. and Jiang, T. (2006) Bifurcation and chaos in discrete-time predator–prey system.Chaos, Solitons and Fractals, 27, 722. “Jing, Z.J., Yang, Z.Y. and […]
1 total views, 1 today
Tchoukuegno, R. and Woafo, P. (2002) Physical D 167, 86; Tchoukuegno, R., N...
Tchoukuegno, R. and Woafo, P. (2002) Physical D 167, 86; Tchoukuegno, R., Nana, B.R. and Woafo, P. (2002) Physical Review A, 304, 362; (2003) International […]
1 total views, 1 today
Presilla, C., Jona – Lasinio, G.. and Capasso, F. (1991) Nonlinear feedback...
Presilla, C., Jona – Lasinio, G.. and Capasso, F. (1991) Nonlinear feedback oscillations in resonant tunneling through double barriers.Physical Review B, 43, 5200 **Presilla, C., […]
1 total views, 1 today
Yamgoue, S.B. and Kofane, T.C. (2002) The subharmonic Melnikov theory for d...
Yamgoue, S.B. and Kofane, T.C. (2002) The subharmonic Melnikov theory for damped and driven oscillators revisited .International Journal of Bifurcation and Chaos, 8, 1915; (2003) […]
No views yet
Gucken, H. J. and Holmes, P. (1983) Nonlinear oscillations, dynamical syste...
Gucken, H. J. and Holmes, P. (1983) Nonlinear oscillations, dynamical systems and bifurcations of vector fields. Springer Verlag, Berlin. **Gucken, H. J. and Holmes, P. […]
No views yet
Melnikov, V.K. (1963) On the stability of a center for time-periodic pertur...
Melnikov, V.K. (1963) On the stability of a center for time-periodic perturbations. Transactions of the Moscow Mathematical Society, 12, 1. Here’s a thinking process: 1. […]
No views yet
Wolf, A., Swift, J. B., Swinney, H.L. and Vastano, J.A. (1985) Determining ...
Wolf, A., Swift, J. B., Swinney, H.L. and Vastano, J.A. (1985) Determining Lyapunov exponents from a time series.Physical Review D, 16, 285. Here’s a thinking […]
1 total views, 1 today
Zaslavsky, G.M. (1985) Chaos in dynamic systems. Harwood Academic, Chur, Sw...
Zaslavsky, G.M. (1985) Chaos in dynamic systems. Harwood Academic, Chur, Switzerland. Here’s a thinking process: 1. **Analyze User Input:** – **Role:** Professional blogger specializing in […]
1 total views, 1 today
Blum, T.C. and Elze, H.T. (1996) Semiquantum chaos in the double well.Physi...
Blum, T.C. and Elze, H.T. (1996) Semiquantum chaos in the double well.Physical Review E, 53, 3123. “Blum, T.C. and Elze, H.T. (1996) Semiquantum chaos in […]
1 total views, 1 today
Sun, Z.K., Xu, W. and Yang, X.L. (2006) Chaos, Solitons and Fractals, 27, 7...
Sun, Z.K., Xu, W. and Yang, X.L. (2006) Chaos, Solitons and Fractals, 27, 778. Here’s a thinking process: 1. **Analyze User Input:** – **Role:** Professional […]
1 total views, 1 today
Jing, Z.J., Yang, Z.Y. and Jiang, T. (2006) Bifurcation and chaos in discre...
Jing, Z.J., Yang, Z.Y. and Jiang, T. (2006) Bifurcation and chaos in discrete-time predator–prey system.Chaos, Solitons and Fractals, 27, 722. “Jing, Z.J., Yang, Z.Y. and […]
1 total views, 1 today
Tchoukuegno, R. and Woafo, P. (2002) Physical D 167, 86; Tchoukuegno, R., N...
Tchoukuegno, R. and Woafo, P. (2002) Physical D 167, 86; Tchoukuegno, R., Nana, B.R. and Woafo, P. (2002) Physical Review A, 304, 362; (2003) International […]
1 total views, 1 today
Presilla, C., Jona – Lasinio, G.. and Capasso, F. (1991) Nonlinear feedback...
Presilla, C., Jona – Lasinio, G.. and Capasso, F. (1991) Nonlinear feedback oscillations in resonant tunneling through double barriers.Physical Review B, 43, 5200 **Presilla, C., […]
1 total views, 1 today
Recent Comments