NOLCOS 2022 NOLCOS 2022 12th IFAC Symposium on Nonlinear Control Systems
4-6 January, 2023  |  Canberra, Australia
12th IFAC Symposium on Nonlinear Control Systems
4-6 January, 2023, Canberra, Australia

Program at a Glance    Wednesday    Thursday    Friday    Author Index    Keyword Index    My Program  

Last updated on January 11, 2023. This conference program is tentative and subject to change

NOLCOS 2022 Keyword Index

A   B   C   D   F   G   H   I   L   M   N   O   P   Q   R   S   T   V  

Adaptive FiltersFrA2.2
AerospaceFrA3.1, FrSP1.2
Aerospace and Marine ApplicationsThC2.1, WeC3.2
Algebraic MethodsWeA3.1
Applications of Observer DesignFrB2.2, FrB2.3, ThC3.1, WeB2.1, WeB3.2
Automotive Systems Marine SystemsFrA3.2, WeS1.1
Bifurcation and ChaosThA2.2, ThA2.5
Bilinear SystemsFrB2.5, ThA2.1, WeB3.1, WeC3.3
Biological and Biomedical SystemsFrA2.1
Computational EfficiencyWeS1.2
Control of Mechanical, Electrical and Process SystemsThA3.5, ThC2.4, WeS1.3
Control of Sampled Data SystemsFrB3.3, FrB3.4, ThA3.5, WeC2.1
DissipativityFrA2.3, WeB3.5
Disturbance AtténuationThA2.4, WeC3.1
Dynamical Systems TechniquesFrA3.1, FrA3.4, FrA3.5, FrB2.4, ThA2.2, ThA2.3, ThA2.5, ThA3.4, WeC3.2, WeC3.3
Fault DetectionWeB2.1, WeB3.2
Feasibility and Stability IssuesThA3.2, WeA3.2, WeC3.1
Filter DesignFrB2.1, WeB2.2, WeB2.4, WeB2.5
Geometric MethodsThA2.3, ThA3.5, WeB3.1, WeC2.1, WeC2.3, WeS1.1
Hybrid Nonlinear Control SystemsFrA2.5, FrB3.2, FrB3.3, WeA2.1, WeS1.1
Hybrid Nonlinear SystemsFrB3.1
Input-To-State StabilityFrA2.1, FrA2.4, FrA2.5, ThC2.3, WeA2.1, WeA2.2
Linear Algebraic MethodsWeB3.1
Lyapunov MethodsFrA2.1, FrA2.4, FrA3.2, FrA3.3, FrA3.5, ThA2.1, ThA2.4, ThA2.5, ThC3.2, ThC3.3, WeA2.1, WeA2.2, WeA2.3, WeA2.4, WeA2.5, WeB3.4, WeC2.4
Lyapunov Stability MethodsThC3.4
Marine SystemsFrP1.1
Mechatronic SystemsFrA3.2, FrA3.3, FrA3.4, ThA2.2, WeA3.1
Model Based ControlThA3.1, WeA3.4
Necessary ConditionsThA3.4
Nonlinear Cooperative ControlThA2.3
Nonlinear Model Predictive Control Theory and ApplicationsThA3.2, WeB3.3, WeC3.1
Nonlinear Modeling of Lumped And/Or Distributed Parameter SystemsThC3.2, WeB3.4, WeB3.5
Numerical MethodsThC2.2, WeA2.4, WeB3.3, WeC2.3
Observability and Observer DesignFrB2.2, FrB2.3, FrB3.2, FrSP1.1, WeB2.3, WeB2.4
Observer and Filter Design By Observer Error LinearizationFrB2.1, WeB2.1
Optimal ControlFrB2.5, ThA3.4, WeA3.1, WeA3.2, WeA3.3, WeA3.4, WeC3.2, WeC3.3, WeS1.2
Optimization and SchedulingThSP1.1, WeA3.2, WeA3.5
Parameter EstimationFrB3.1, ThC2.1, ThC2.2, ThC2.3, ThC3.3, ThC3.4, WeB3.3
PassivityFrB3.2, ThA2.1, ThA2.4, ThP1.1, WeB3.5
Performance IssuesFrA3.3, FrB2.5
Quantized Feedback and Feedback with Communication ConstraintsFrB3.3
RoboticsFrA3.4, FrSP1.2, ThC2.4, ThC3.1, ThSP1.2, WeA3.3, WeS1.3
RobustnessFrA2.2, WeA3.5
Small Gain TheoremsFrA2.4, WeA2.4
StabilityFrA2.3, FrA2.5, FrA3.1, FrB3.4, ThA3.2, ThC2.4, ThC3.2, WeA2.2, WeA2.5, WeB3.4
Stability, learning based controlWeP1.1
StabilizationFrA2.2, FrA2.3, FrB3.4, ThC3.3, ThC3.4, WeA2.5, WeA3.5, WeC2.3
State Estimation and ApplicationsFrB2.1, FrB2.2, FrB2.3, FrB2.4, ThC3.1, WeB2.2, WeB2.4, WeB2.5
System Structure IdentificationThC2.1, ThC2.2, ThC2.3, WeB2.5
Time Optimal ControlWeA3.3, WeA3.4
Transportation SystemsFrA3.5
Variable Structure Control and Sliding ModeWeB3.2, WeC2.4




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