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Personal profile

Research interests

I am an applied mathematician with research interests in mathematical control theory and its applications to biology and ecology. Roughly, these interests lie in what is termed applied dynamical systems, and draws upon real, complex and applied functional analysis as well as dynamical systems theory. Many examples of biological systems are so-called positive systems, meaning that their dynamics evolve in positive cones (representing necessarily nonnegative quantities, such as abundance), not linear spaces. There is much beautiful and useful mathematics associated with positive systems, I believe, and owing to potential applications I am interested in control theory within this framework.

I started as a lecturer in Bath in January 2016, before which I was a research post-doc at the University of Exeter. I obtained my PhD, also from Bath, in 2012.

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Positive Systems Mathematics
Balanced Truncation Mathematics
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Lur'e System Mathematics
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Feedback Engineering & Materials Science
Controllability Engineering & Materials Science
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Research Output 2010 2020

A circle criterion for strong integral input-to-state stability

Guiver, C. & Logemann, H., 24 Oct 2019, In : Automatica. 111, 108641.

Research output: Contribution to journalArticle

1 Citation (Scopus)
23 Downloads (Pure)
Open Access
5 Citations (Scopus)
24 Downloads (Pure)

Management of Invasive Insect Species using Optimal Control Theory

Edholm, C., Tenhumberg, B., Guiver, C., Jin, Y., Townley, S. & Rebarber, R., 10 Aug 2018, In : Ecological Modelling. 381, p. 36-45 10 p.

Research output: Contribution to journalArticle

Open Access


Model Reduction by Balanced Truncation

Author: Guiver, C., 26 Jun 2012

Supervisor: Opmeer, M. (Supervisor)

Student thesis: Doctoral ThesisPhD