External positivity of linear systems by weak majorisation
External positivity of linear systems by weak majorisation
Conditions to determine if a linear system is externally positive are introduced. The conditions are posed in the time domain and use the properties associated with the weak majorisation of vectors to guarantee the non-negativity of the impulse response.
5191-5196
Drummond, R.
934af439-7af8-45b3-afac-af5e744f379a
Turner, M. C.
6befa01e-0045-4806-9c91-a107c53acba0
Duncan, S. R.
fa8481c1-3788-41a0-a304-02515b93ef7d
1 July 2019
Drummond, R.
934af439-7af8-45b3-afac-af5e744f379a
Turner, M. C.
6befa01e-0045-4806-9c91-a107c53acba0
Duncan, S. R.
fa8481c1-3788-41a0-a304-02515b93ef7d
Drummond, R., Turner, M. C. and Duncan, S. R.
(2019)
External positivity of linear systems by weak majorisation.
In 2019 American Control Conference, ACC 2019.
vol. 2019-July,
IEEE.
.
(doi:10.23919/ACC.2019.8814408).
Record type:
Conference or Workshop Item
(Paper)
Abstract
Conditions to determine if a linear system is externally positive are introduced. The conditions are posed in the time domain and use the properties associated with the weak majorisation of vectors to guarantee the non-negativity of the impulse response.
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Published date: 1 July 2019
Venue - Dates:
2019 American Control Conference, ACC 2019, , Philadelphia, United States, 2019-07-10 - 2019-07-12
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Local EPrints ID: 439210
URI: http://eprints.soton.ac.uk/id/eprint/439210
PURE UUID: 06462af6-7a4f-4e87-9615-2552eb6e7b7a
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Date deposited: 07 Apr 2020 16:30
Last modified: 17 Mar 2024 12:38
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Author:
R. Drummond
Author:
M. C. Turner
Author:
S. R. Duncan
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