A stability/instability trichotomy for non-negative Lur’e systems
Reference:
Bill, A., Guiver, C., Logemann, H. and Townley, S., 2014. A stability/instability trichotomy for non-negative Lur’e systems.
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http://fwn06.housing.rug.nl/mtns2014-papers/extendedAbstracts/0247.pdf
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Abstract
We identify a stability/instability trichotomy for a class of non-negative continuous-time Lur’e systems. Asymptotic as well as input-to-state stability concepts (ISS) are considered. The presented trichotomy rests on Perron-Frobenius theory, absolute stability theory and recent ISS results for Lur’e systems.
Details
| Item Type | Conference or Workshop Items (UNSPECIFIED) | ||||
| Creators | Bill, A., Guiver, C., Logemann, H. and Townley, S. | ||||
| Related URLs |
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| Departments | Faculty of Science > Mathematical Sciences | ||||
| Research Centres | Centre for Mathematical Biology EPSRC Centre for Doctoral Training in Statistical Mathematics (SAMBa) | ||||
| Status | Published | ||||
| ID Code | 50933 |
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