Hyperstability
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In stability theory, hyperstability is a property of a system that requires the state vector to remain bounded if the inputs are restricted to belonging to a subset of the set of all possible inputs. Definition: A system is hyperstable if there are two constants k_1 \ge 0, k_2 \ge 0 such that any state trajectory of the system satisfies the inequality: : \| x(t) \|
In stability theory, hyperstability is a property of a system that requires the state vector to remain bounded if the inputs are restricted to belonging to a subset of the set of all possible inputs. Definition: A system is hyperstable if there are two constants k_1 \ge 0, k_2 \ge 0 such that any state trajectory of the system satisfies the inequality: \| x(t) \|
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