Research

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.

Related documents:

[img]
Preview
PDF (mtns_2014_bill_et_al_stability_lure) - Requires a PDF viewer such as GSview, Xpdf or Adobe Acrobat Reader
Download (116kB) | Preview

    Official URL:

    http://fwn06.housing.rug.nl/mtns2014-papers/extendedAbstracts/0247.pdf

    Related URLs:

    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)
    CreatorsBill, A., Guiver, C., Logemann, H. and Townley, S.
    Related URLs
    URLURL Type
    http://fwn06.housing.rug.nl/mtns2014-papers/extendedAbstracts/0247.pdfFree Full-text
    DepartmentsFaculty of Science > Mathematical Sciences
    Research CentresCentre for Mathematical Biology
    EPSRC Centre for Doctoral Training in Statistical Mathematics (SAMBa)
    StatusPublished
    ID Code50933

    Export

    Actions (login required)

    View Item

    Document Downloads

    More statistics for this item...