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A New State-Space Representation for Coupled PDEs and Scalable Lyapunov Stability Analysis in the SOS Framework
Matthew Peet
Mechanical and Aerospace Engineering
Engineering of Matter, Transport and Energy, School for (IAFSE-SEMTE)
Research output
:
Chapter in Book/Report/Conference proceeding
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Conference contribution
2
Scopus citations
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Dive into the research topics of 'A New State-Space Representation for Coupled PDEs and Scalable Lyapunov Stability Analysis in the SOS Framework'. Together they form a unique fingerprint.
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Mathematics
State-space Representation
100%
Lyapunov Stability
89%
Stability Analysis
63%
Partial differential equation
53%
Framework
42%
Lyapunov Function
26%
Parabolic-elliptic System
21%
Integration by parts
19%
Operator Inequality
18%
Mixed Boundary Conditions
16%
Linear Inequalities
16%
Linear partial differential equation
15%
Spacing
15%
MATLAB
15%
Systems of Partial Differential Equations
15%
Hyperbolic Systems
14%
Express
12%
Linear Operator
12%
Testing
10%
Boundary conditions
9%
Derivative
9%
Class
8%
Concepts
7%
Engineering & Materials Science
Partial differential equations
72%
Lyapunov functions
37%
Boundary conditions
28%
Mathematical operators
16%
Derivatives
15%
Testing
9%