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Assessing optimality and robustness for the control of dynamical systems
Metin Demiralp,
Herschel Rabitz
Chemistry
Princeton Materials Institute
Research output
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Contribution to journal
›
Article
›
peer-review
3
Scopus citations
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Dive into the research topics of 'Assessing optimality and robustness for the control of dynamical systems'. Together they form a unique fingerprint.
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Mathematics
Optimality
84%
Robustness
83%
Dynamical system
74%
Costs
12%
Local Optimality
11%
Eigenvalue
8%
Curvature
6%
Vector Control
6%
Anharmonic Oscillator
6%
Robustness Analysis
5%
kernel
5%
Robust Control
5%
Linear Dynamical Systems
5%
Process Control
5%
Manipulation
4%
Quartic
4%
False
4%
Penalty
4%
Operator
4%
Critical value
4%
Control System
3%
Stability Analysis
3%
Optimal Solution
3%
Optimization
3%
Denote
2%
Interval
2%
Framework
2%
Physics & Astronomy
dynamical systems
100%
costs
13%
eigenvalues
11%
directional control
7%
curvature
6%
operators
6%
state vectors
5%
sensitivity
5%
penalties
4%
manipulators
3%
oscillators
3%
intervals
3%
optimization
2%