Titlebook: MODA 5 - Advances in Model-Oriented Data Analysis and Experimental Design; Proceedings of the 5 Anthony C. Atkinson,Luc Pronzato,Henry P. W

GILD

Asymptotic Upper Bounds for the Optimal Design Length in Factor Screening Experimentsvalues of ..and ..and n → ∞. We prove a general result allowing us in many particular cases to get the asymptotic law for . (n),n → ∞. We then apply this result to derive asymptotic upper bounds for the optimal design length in the problem of binary screening.

FLAGR

Breakdown Points of Estimators for Aspects of Linear Modelsr the question is considered whether a high breakdown point of the estimator .for β implies a high breakdown point of ..It is shown that the breakdown point behavior depends strongly on the design as is the case for estimating the whole parameter vector β.

工作

keloid

音樂學(xué)者

Analytical Theory of E-Optimal Designs for Polynomial Regression on a Segmentf E—optimal designs as functions of the location point and the length of segments. Such an approach was developed in a number of previous author’s papers. Here we give a review of basic results obtained in this way. The theory is illustrated for quadratic regression on an arbitrary segment.

ECG769

D-Optimal Designs for Weighted Polynomial Regression Without any Initial Termsrt points are equal, the optimal designs can be computed analytically. The supports of the optimal designs found are related to the zeros of an orthogonal polynomial or to an eigenvector of a special tridiagonal matrix.

細(xì)微差別

Acquired

Melanoma

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