Items by Guiver, Christopher
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Number of items: 14.
Bill, A., Guiver, C., Logemann, H. and Townley, S., 2016. Stability of Non-Negative Lur'e Systems. SIAM Journal on Control and Optimization, 54 (3), pp. 1176-1211.
Guiver, C., Mueller, M., Hodgson, D. and Townley, S., 2016. Robust set-point regulation for ecological models with multiple management goals. Journal of Mathematical Biology, 72 (6), pp. 1467-1529.
Guiver, C., Edholm, C., Jin, Y., Mueller, M., Powell, J., Rebarber, R., Tenhumberg, B. and Townley, S., 2016. Simple adaptive control for positive linear systems with applications to pest management. SIAM Journal on Applied Mathematics, 76 (1), pp. 238-275.
Guiver, C., Dreiwi, H., Filannino, D. M., Hodgson, D., Lloyd, S. and Townley, S., 2015. The role of population inertia in predicting the outcome of stage-structured biological invasions. Mathematical Biosciences, 265, pp. 1-11.
Guiver, C., Logemann, H., Rebarber, R., Bill, A., Tenhumberg, B., Hodgson, D. and Townley, S., 2015. Integral control for population management. Journal of Mathematical Biology, 70 (5), pp. 1015-1063.
Guiver, C. and Opmeer, M.R., 2014. Model reduction by balanced truncation for systems with nuclear Hankel operators. SIAM Journal on Control and Optimization (SICON), 52 (2), pp. 1366-1401.
Eager, E. A., Guiver, C., Hodgson, D., Rebarber, R., Stott, I. and Townley, S., 2014. Bounds on the dynamics of sink populations with noisy immigration. Theoretical Population Biology, 92, pp. 88-96.
Guiver, C., Hodgson, D. and Townley, S., 2014. Positive state controllability of positive linear systems. Systems & Control Letters, 65 (1), pp. 23-29.
Guiver, C. and Opmeer, M. R., 2013. Error bounds in the gap metric for dissipative balanced approximations. Linear Algebra and its Applications, 439 (12), 3659–3698.
Guiver, C. and Opmeer, M. R., 2013. Bounded real and positive real balanced truncation for infinite-dimensional systems. Mathematical Control and Related Fields, 3 (1), pp. 83-119.
Guiver, C. and Opmeer, M. R., 2011. A counterexample to "positive realness preserving model reduction with H-infinity norm error bounds". IEEE Transactions on Circuits and Systems. Part I: Regular Papers, 58 (6), pp. 1410-1411.
Guiver, C. and Opmeer, M. R., 2010. Non-dissipative boundary feedback for Rayleigh and Timoshenko beams. Systems & Control Letters, 59 (9), pp. 578-586.
Guiver, C., 2012. Model Reduction by Balanced Truncation. Thesis (Doctor of Philosophy (PhD)). University of Bath.