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Despite utilising different mutation penetrance estimates, convergence was found in the estimated gains in life years for BRCA1/2-positive women opting for prophylactic surgery by Schrag et al (1997) and Grann et al (1998).
Assuming high quality data, the great advantage of LoCoH over parametric kernel methods is that LoCoH estimates convergence to true values with increasing sample size.
On the theoretical side, various issues such as error estimates, convergence rates, stability issues, and numerical quadrature rules have been analyzed thoroughly [2,6,23,50].
In Section 5 we have derived quantitative estimates (convergence rates) for the difference between x† and minimizers x β ∈ Σ F, y, β) in terms of a (generalized) Bregman distance.
In this section we derive quantitative estimates (convergence rates) for the difference between regularized solutions x β ∈ Σ F, y, β) and the exact solution of the equation F(x†) = y†.
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It is shown that these concepts are useful in characterizing the performance of process data estimators with regard to bias and uniqueness of an estimate, convergence of estimation procedures and the feasibility and implications of problem decomposition.
The estimated convergence rates are therefore satisfactory.
The global and exponential features of state estimate convergence make the observer utilizable in control.
The estimate convergence and the stability of the active fault tolerant flight controller are theoretically proved.
Table 1 Estimated convergence order for the periodic boundary value problem (5.43 - 5.1a) and a = 1.
This condition is used to estimate convergence rates of regularized solutions of ill-posed variational inequalities in [14].
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