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As was criticized by Coughlin and Howe ([1989]), none of the above discrete procedures satisfied a criterion of intertemporal Pareto optimality.
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Both these procedures satisfy the C-property, the property of exactly preserving the quiescent flow.
Assume that { α n } in Mann and Ishikawa iteration procedures satisfies { α n } ⊆ ( 0, 1 ) and lim n → ∞ α n = 0. Also, let every Picard, Mann, Krasnoselskij and Ishikawa iterative sequence converge to q.
Suppose that { α n } in Mann and Ishikawa procedures satisfies lim n → ∞ α n = 0, T is a self-map of X with bounded above range and also every Mann and Ishikawa iterative sequence converges to a fixed point of T. Then the following are equivalent: (i) the Mann iteration is T-stable, (ii) the Ishikawa iteration is T-stable. . the Mann iteration is T-stable, the Ishikawa iteration is T-stable.
Many common multiple test procedures satisfy (1), see Hommel et al. (2007) for examples.
Based on the overall performance of fresh and hardened properties, it can be deduced that the procedure satisfied the requirements for SCC.
The problem-based participant selection procedure satisfied; few patients that the GP referred did not meet our eligibility criteria.
This participant selection procedure satisfied; only a minor number of the referred patients did not meet our eligibility criteria based on frailty and age.
Theorem 11 Under Assumptions 1-3, the λMDP Procedure satisfies PIF, PIM, TN, PE, and PISP.
In another research work (Humphrey 2012), an interesting technique is applied to verify that an existing procedure satisfies the specifications.
end{aligned} (88 Let us show that this procedure satisfies LSP if and only if (beta =n-1).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com