| Stabilization of a class of nonlinear systems by a smooth feedback control D Aeyels Systems & Control Letters 5 (5), 289-294, 1985 | 392 | 1985 |
| Stabilization of positive linear systems P De Leenheer, D Aeyels Systems & control letters 44 (4), 259-271, 2001 | 296 | 2001 |
| Generic observability of differentiable systems D Aeyels SIAM Journal on Control and Optimization 19 (5), 595-603, 1981 | 237 | 1981 |
| A new asymptotic stability criterion for nonlinear time-variant differential equations D Aeyels, J Peuteman IEEE Transactions on automatic control 43 (7), 968-971, 1998 | 215 | 1998 |
| Comments on the stabilizability of the angular velocity of a rigid body D Aeyels, M Szafranski Systems & Control Letters 10 (1), 35-39, 1988 | 158 | 1988 |
| Supremum preserving upper probabilities G De Cooman, D Aeyels Information Sciences 118 (1-4), 173-212, 1999 | 156 | 1999 |
| Semi-global practical asymptotic stability and averaging AR Teel, J Peuteman, D Aeyels Systems & control letters 37 (5), 329-334, 1999 | 153 | 1999 |
| On exponential stability of nonlinear time-varying differential equations D Aeyels, J Peuteman Automatica 35 (6), 1091-1100, 1999 | 137 | 1999 |
| Practical stability and stabilization L Moreau, D Aeyels IEEE Transactions on Automatic Control 45 (8), 1554-1558, 2000 | 132 | 2000 |
| Existence of partial entrainment and stability of phase locking behavior of coupled oscillators D Aeyels, JA Rogge Progress of Theoretical Physics 112 (6), 921-942, 2004 | 126 | 2004 |
| Stabilization by smooth feedback of the angular velocity of a rigid body D Aeyels Systems & control letters 6 (1), 59-63, 1985 | 124 | 1985 |
| Homogeneous Lyapunov functions and necessary conditions for stabilization R Sepulchre, D Aeyels Mathematics of Control, Signals and Systems 9 (1), 34-58, 1996 | 106 | 1996 |
| Stability of phase locking in a ring of unidirectionally coupled oscillators JA Rogge, D Aeyels Journal of Physics A: Mathematical and General 37 (46), 11135, 2004 | 98 | 2004 |
| Averaging results and the study of uniform asymptotic stability of homogeneous differential equations that are not fast time-varying J Peuteman, D Aeyels SIAM journal on control and optimization 37 (4), 997-1010, 1999 | 98 | 1999 |
| Pole assignment for linear time-invariant systems by periodic memoryless output feedback D Aeyels, JL Willems Automatica 28 (6), 1159-1168, 1992 | 92 | 1992 |
| Vehicle platoons through ring coupling JA Rogge, D Aeyels IEEE Transactions on Automatic Control 53 (6), 1370-1377, 2008 | 89 | 2008 |
| Feature selection for splice site prediction: a new method using EDA-based feature ranking Y Saeys, S Degroeve, D Aeyels, P Rouzé, Y Van de Peer BMC bioinformatics 5, 1-11, 2004 | 88 | 2004 |
| Stability properties of equilibria of classes of cooperative systems P De Leenheer, D Aeyels IEEE Transactions on Automatic Control 46 (12), 1996-2001, 2001 | 88 | 2001 |
| Fast feature selection using a simple estimation of distribution algorithm: a case study on splice site prediction Y Saeys, S Degroeve, D Aeyels, Y Van de Peer, P Rouzé Bioinformatics-Oxford 19 (2), 179-188, 2003 | 77 | 2003 |
| Exponential stability of nonlinear time-varying differential equations and partial averaging J Peuteman, D Aeyels Mathematics of Control, Signals and Systems 15 (1), 42-70, 2002 | 67 | 2002 |
Rodolphe SepulchreProfessor of Engineering, KU Leuven and University of CambridgeEmail confirmado em kuleuven.be
