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Using the theory of majorization, it is shown that designs having greater D-efficiencies are more ill-conditioned, using condition numbers based on the unitarily invariant matrix norms.
Using condition (8), let us show that B can only be a constant function.
Using condition (e), we get.
Using condition (f), we obtain.
Using condition (ii) and yield (4.78).
By using condition (G), we get that x ∗ ∈ F ( T ).
Case 2. Using condition (2.28), there exists comparable to and.
Let Using condition (1) of Theorem 2.2, we have (2.5).
and, hence, by using condition (A2), we get (2.41).
Similar(2)
The system model is developed considering multi-state degradation, using condition-based maintenance.
Quality of life (QoL) can be measured using condition-specific or generic tools (which can be used across different disease states).
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