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- Positive_systems abstract "Positive systems constitute a class of systems that has the important property that its state variables are never negative, given a positive initial state. These systems appear frequently in practical applications, as these variables represent physical quantities, with positive sign (levels, heights, concentrations, etc.).The fact that a system is positive has important implications in the control system design, as the system. It is also important to take this positivity into account for state observer design, as standard observers (for example Luenberger observers) might give illogical negative values.".
- Positive_systems wikiPageID "36764607".
- Positive_systems wikiPageRevisionID "585916087".
- Positive_systems hasPhotoCollection Positive_systems.
- Positive_systems subject Category:Control_theory.
- Positive_systems subject Category:Systems_theory.
- Positive_systems comment "Positive systems constitute a class of systems that has the important property that its state variables are never negative, given a positive initial state. These systems appear frequently in practical applications, as these variables represent physical quantities, with positive sign (levels, heights, concentrations, etc.).The fact that a system is positive has important implications in the control system design, as the system.".
- Positive_systems label "Positive systems".
- Positive_systems sameAs m.0l8pwtt.
- Positive_systems sameAs Q7233296.
- Positive_systems sameAs Q7233296.
- Positive_systems wasDerivedFrom Positive_systems?oldid=585916087.
- Positive_systems isPrimaryTopicOf Positive_systems.