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Krylov space methods on state-space control models
Daniel L. Boley
Computer Science and Engineering
Research output
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Contribution to journal
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peer-review
113
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Keyphrases
Control Model
100%
Model Reduction
100%
State-space Model
100%
Krylov Subspace Methods
100%
State Space Control
100%
Algebraic Structure
50%
High Dimension
50%
Discrete-time
50%
Iterative Methods
50%
Control Theory
50%
Approximate Solution
50%
Lanczos Algorithm
50%
Linear Equations
50%
Matrix Method
50%
Linear Control Systems
50%
System Matrix
50%
Krylov Sequence
50%
Eigenvalue Calculation
50%
Matrix Problem
50%
Lanczos
50%
Large Sparse Linear Systems
50%
Linear Dynamic Systems
50%
Arnoldi Algorithm
50%
Lyapunov Equation
50%
Controllability Observability
50%
Control System Theory
50%
Gramian Matrix
50%
Engineering
Control Systems
100%
Control Model
100%
Model Reduction
100%
Space Method
100%
Discrete Time
50%
Observability
50%
Dimensionality
50%
Approximate Solution
50%
System Matrix
50%
Lyapunov Equation
50%
Eigenvalue
50%
Controllability
50%
Matrix Method
50%
Linear Equation
50%
Linear Controller
50%
Mathematics
Matrix
100%
Space Model
66%
Algebraic Structure
33%
Approximates
33%
Linear Control System
33%
Systems Theory
33%
Iterative Method
33%
Control Theory
33%
Eigenvalue
33%
Discrete Time
33%
Control System
33%
Linear Equation
33%
Approximate Solution
33%
System Matrix
33%
Matrix Method
33%
Computer Science
State Space
100%
Linear Equation
33%
High Dimensionality
33%
Linear Controller
33%
discrete-time
33%
System Dynamics
33%
Eigenvalue
33%
Control Theory
33%
Approximate Solution
33%