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A computationally efficient Lyapunov-based scheduling procedure for control of nonlinear systems with stability guarantees IEEE T AUTOMAT CONTR 45: (1) 33-49 JAN 2000 Fausz JL, Chellaboina VS, Haddad WM Inverse optimal adaptive control for non-linear uncertain systems with exogenous disturbances INT J ADAPT CONTROL 14: (1) 1-38 FEB 2000 Nesic D, Bastin G Stabilizability and dead-beat controllers for two classes of Wiener-Hammerstein models IEEE T AUTOMAT CONTR 44: (11) 2068-2071 NOV 1999 Krstic M, Deng H Output-feedback control of stochastic nonlinear systems - Stabilization, disturbance attenuation, and adaptation LECT NOTES CONTR INF 244: 269-289 1999 Isidori A, Schwartz B, Tarn TJ Semiglobal L-2 performance bounds for disturbance attenuation in nonlinear systems IEEE T AUTOMAT CONTR 44: (8) 1535-1545 AUG 1999 Jankovic M, Sepulchre R, Kokotovic PV CLF based designs with robustness to dynamic input uncertainties SYST CONTROL LETT 37: (1) 45-54 MAY 17 1999 Tsinias J The concept of 'Exponential input to state stability' for stochastic systems and applications to feedback stabilization SYST CONTROL LETT 36: (3) 221-229 MAR 15 1999 Mazenc F Interconnected nonlinear systems, local and global stabilization SYST CONTROL LETT 35: (5) 317-323 DEC 14 1998 Chabour R, Oumoun M On a universal formula for the stabilization of control stochastic nonlinear systems STOCH ANAL APPL 17: (3) 359-368 1999 Kazantzis N, Kravaris C Energy-predictive control: a new synthesis approach for nonlinear process control CHEM ENG SCI 54: (11) 1697-1709 JUN 1999 Deng H, Krstic M Output-feedback stochastic nonlinear stabilization IEEE T AUTOMAT CONTR 44: (2) 328-333 FEB 1999 Battilotti S Robust stabilization of nonlinear systems with pointwise norm-bounded uncertainties: A control Lyapunov function approach IEEE T AUTOMAT CONTR 44: (1) 3-17 JAN 1999 Outbib R, Sallet G A reduction principle for global stabilization of nonlinear systems KYBERNETIKA 34: (5) 595-607 1998 McConley MW, Appleby BD, Dahleh MA, et al. 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