Algorithms for Optimal Design with Application to Multiple Polynomial Regression.
Norbert Gaffke, Berthold Heiligers (1995)
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Norbert Gaffke, Berthold Heiligers (1995)
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R.J. Brooks (1976)
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Holger Dette (1993)
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Norbert Gaffke, Berthold Heiligers (1995)
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E. Rafajlowicz, W. Myszka ([unknown])
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Rainer Schwabe, Weng Kee Wong (1997)
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Krystyna Katulska, Łukasz Smaga (2016)
Kybernetika
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In this paper we consider D-optimal and highly D-efficient chemical balance weighing designs. The errors are assumed to be equally non-negatively correlated and to have equal variances. Some necessary and sufficient conditions under which a design is D*-optimal design (regular D-optimal design) are proved. It is also shown that in many cases D*-optimal design does not exist. In many of those cases the designs constructed by Masaro and Wong (2008) and some new designs are shown to be...
J. López-Fidalgo (2009)
Boletín de Estadística e Investigación Operativa. BEIO
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Bušová, Lenka (2008)
Acta Mathematica Universitatis Comenianae. New Series
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J.P. Morgan (1997)
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S. Bagchi (1988)
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Do Sun Bai, Min Koo Lee (1996)
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W. Wierich (1984)
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A. Dey, Ashish Das (1989)
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Bronisław Ceranka, Małgorzata Graczyk (2017)
Biometrical Letters
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In this paper we study a certain kind of experimental designs called chemical balance weighing designs. We consider issues with regard to determining optimality conditions. We give new classes of designs in which we are able to determine an optimal design. Moreover, examples are given for the presented cases.