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Fourier-based state parameterization for linear quadratic optimal control
Vincent Yen
, Mark Nagurka
Research output
:
Contribution to journal
›
Conference article
›
peer-review
1
Scopus citations
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Dive into the research topics of 'Fourier-based state parameterization for linear quadratic optimal control'. Together they form a unique fingerprint.
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Keyphrases
Computationally Efficient
50%
Fourier Type
50%
Fourier-based
100%
Gaussian Elimination
50%
Linear Optimal Control
50%
Linear Quadratic Optimal Control
100%
Linear Time-invariant Dynamical Systems
50%
Near-optimal
50%
Necessary Optimality Conditions
100%
Optimal Control
50%
Optimal Control Strategy
50%
Quadratic Performance Index
50%
Riccati Equation
50%
State Parameterization
100%
State-space Model
50%
System of Linear Algebraic Equations
50%
Third-order Polynomial
50%
Mathematics
Approximates
33%
Dynamical System
33%
Gaussian Elimination
33%
Linear Algebraic Equation
33%
Linear Time
33%
Necessary and Sufficient Condition
33%
Optimal Control Theory
100%
Optimality
33%
Polynomial
33%
Riccati Equation
33%
Space Model
33%
State Variable
33%
Engineering
Gaussians
33%
Linear Algebraic Equation
33%
Linear Time Invariant
33%
Optimal Control
100%
Optimality
33%
Polynomial Order
33%
Riccati Equation
33%
State Variable
33%
Sufficient Condition
33%