Pages that link to "Item:Q2049249"

The following pages link to An exact handling of the gradient for overcoming persistent problems in nonlinear observer design via convex optimization techniques (Q2049249):

Displaying 8 items.

• Actuator fault estimation based on a proportional-integral observer with nonquadratic Lyapunov functions (Q5028651) (← links)
• Differential algebraic observer-based trajectory tracking for parallel robots via linear matrix inequalities (Q5097797) (← links)
• Robust sampled‐data controller design for uncertain nonlinear systems via Euler discretization (Q6061317) (← links)
• Observer design with exponential time-varying gain for Takagi-Sugeno fuzzy systems with continuous and aperiodic sampled outputs (Q6078244) (← links)
• A sufficient condition to design unknown input observers for nonlinear systems with arbitrary relative degree (Q6090248) (← links)
• Cascade Takagi–Sugeno fuzzy observer design for nonlinear uncertain systems with unknown inputs: A sliding mode approach (Q6194755) (← links)
• An LMI-based convex fault tolerant control of nonlinear descriptor systems via unknown input observers. (Q6648147) (← links)
• Convex unknown input observer for sensor fault estimation of nonlinear descriptor systems via linear matrix inequalities (Q6662101) (← links)