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Then the following are equivalent: 1.
Then the following assertions are equivalent: (1) is exponentially stable.
The following statements are equivalent: (1) ( X, ∥ ⋅, ⋅ ∥ ) is strictly convex.
The following assertions are equivalent: (1) (Theta in mathfrak I_c).
The following assertions are equivalent: 1. a(x) is regular.
Then the following are equivalent: (1) is sunny and nonexpansive, (2).
The following assertions are equivalent: 1. 〈 u, u 〉 is positive definite, 2.
If is an equilibrium flow, then the following inequalities are equivalent: (1).
The following two properties are equivalent: 1. (mathcal {A}) is uniformly integrable; 2.
The following properties are equivalent: 1) φ is strongly time consistent.
Then the following are equivalent: (1) ({mathcal A}) is algebraically amenable.
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