Sentence examples for estimator for change from inspiring English sources

Since the posteriors are asymmetric and skewed, particularly for the time of the change, the posterior mode is used as an estimator for change point model parameters.

In a multivariate-attribute process whose quality is characterized by the combination of p variables and q attributes, we design totally ( sumnolimits_{i; = ;1}^{p; + ;q} {left( {begin{array}{cc} {p + q} i end{array} } right)} = 2^{p; + ;q} - 1 ) ANN estimators for change estimation in the second module.

In the proposed modular methodology, the output values of the neural network designed for detection purpose is used as the input values of the ANN estimators required for change point estimation.

This paper provides a maximum likelihood estimator for the change point of the nonconforming level of the high quality process with a linear trend.

It consists of: (1) a module to construct a reference site index curve from the data under investigation, (2) an OLS-based-CUSUM test to identify change points in development of site index over time, (3) a composite estimator for quantifying changes of the site index over time.

τ ̂ b still remains the best estimator for small changes and shows acceptable performance in comparison with τ ̂ MLE over larger shifts, particularly when the standard deviations are taken into account.

Finally, based on the diagnosed quality characteristics responsible of the change in the multivariate-attribute process variability, only one ANN estimator is activated for change point estimation in the quality characteristics whose variances are changed.

Accuracy assessments published for land change studies should report the information required to produce the stratified estimator of change area and to construct confidence intervals.

In this section, the cardinality and coverage performance of the confidence set estimator for the process change point are evaluated.

Then, the maximum likelihood estimators of change points designed for both step changes and linear-trend disturbances are derived.

In another work, Sharafi et al. (2013) developed a maximum likelihood estimator for identifying step-change points in Phase-II monitoring of Poisson regression profiles.