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Constructive method for boundary control of stochastic 1D parabolic PDEs
Pengfei Wang
,
Rami Katz
,
Emilia Fridman
School of Electrical Engineering
Research output
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Contribution to journal
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Conference article
›
peer-review
Overview
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Dive into the research topics of 'Constructive method for boundary control of stochastic 1D parabolic PDEs'. Together they form a unique fingerprint.
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Keyphrases
Boundary Control
100%
Noise Intensity
100%
Constructive Method
100%
1D Parabolic PDEs
100%
Closed-loop System
66%
Finite-dimensional
66%
State Feedback Control
66%
Unstable Modes
33%
Mean Square
33%
Finite number
33%
Actuation
33%
Numerical Simulation
33%
Modal Decomposition
33%
Dynamic Extension
33%
Controller Design
33%
Polynomial Dynamics
33%
Linear Matrix Inequality
33%
Stabilizable
33%
Stabilizability
33%
Multiplicative Noise
33%
Boundary State
33%
Design Condition
33%
Controller Gain
33%
Order Closed
33%
1D Heat Equation
33%
Nonlinear multiplicative Noise
33%
Mean-square Stabilizability
33%
Engineering
Control Boundary
100%
Feedback Control
100%
Partial Differential Equation
100%
Intensity Noise
75%
State Feedback
50%
Multiplicative Noise
50%
Stabilizability
50%
Illustrates
25%
Actuation
25%
Finite Number
25%
Modal Decomposition
25%
Controller Design
25%
Design Condition
25%
Controller Gain
25%
Physics
Feedback Control
100%
Partial Differential Equation
100%
Noise Intensity
75%