Authors:
Engelborghs, K
Luzyanina, T
In't Hout, KJ
Roose, D
Citation: K. Engelborghs et al., Collocation methods or the computation of periodic solutions of delay differential equations, SIAM J SC C, 22(5), 2001, pp. 1593-1609
Citation: W. Michiels et al., Stability of perturbed delay differential equations and stabilization of nonlinear cascade systems, SIAM J CON, 40(3), 2001, pp. 661-680
Citation: Zc. Zheng et al., A numerical and analytical study of floquet multipliers of periodic solutions near a homoclinic orbit, NONLIN ANAL, 47(5), 2001, pp. 3369-3378
Authors:
Engelborghs, K
Lemaire, V
Belair, J
Roose, D
Citation: K. Engelborghs et al., Numerical bifurcation analysis of delay differential equations arising from physiological modeling, J MATH BIOL, 42(4), 2001, pp. 361-385
Citation: T. Luzyanina et al., Numerical bifurcation analysis of differential equations with state-dependent delay, INT J B CH, 11(3), 2001, pp. 737-753
Authors:
Pieroux, D
Erneux, T
Haegeman, B
Engelborghs, K
Roose, D
Citation: D. Pieroux et al., Bridges of periodic solutions and tori in semiconductor lasers subject to delay - art. no. 193901, PHYS REV L, 8719(19), 2001, pp. 3901
Authors:
Basermann, A
Clinckemaillie, J
Coupez, T
Fingberg, J
Digonnet, H
Ducloux, R
Gratien, JM
Hartmann, U
Lonsdale, G
Maerten, B
Roose, D
Walshaw, C
Citation: A. Basermann et al., Dynamic load-balancing of finite element applications with the DRAMA library, APPL MATH M, 25(2), 2000, pp. 83-98
Citation: K. Engelborghs et al., Direct computation of period doubling bifurcation points of large-scale systems of ODEs using a Newton-Picard method, IMA J NUM A, 19(4), 1999, pp. 525-547
Citation: K. Engelborghs et D. Roose, Smoothness loss of periodic solutions of a neutral functional differentialequation: on a bifurcation of the essential spectrum, DYN ST SYST, 14(3), 1999, pp. 255-273
Citation: K. Engelborghs et al., Bifurcation analysis of periodic solutions of neutral functional differential equations: A case study, INT J B CH, 8(10), 1998, pp. 1889-1905