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Model robustness of Hoel-Levine optimal designs |
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| Authors: | Carl Spruill |
| Affiliation: | School of Mathematics, Georgia Institute of Technology, Atlanta, GA 30332, USA |
| Abstract: | In extrapolating a function which is close to being a polynimial the least squares estimator combined with the Hoel-Levine optimal design is shown to perform well in terms of mean square error when compared with an optimal spline extrapolator. |
| Keywords: | Primary 62K05 Secondary 62J05, 62F10 Extrapolation Estimation Chebyshev points Polynomial Bayes estimator Splines. |
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