Titlebook: A Calculus for Factorial Arrangements; Sudhir Gupta,Rahul Mukerjee Book 1989 Springer-Verlag Berlin Heidelberg 1989 Mathematica.calculus.c

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Peter Lucas,José A. Gámez,Antonio Salmerónome efficiency and admissibility results, in the context of factorial designs in general, are considered. Finally, in the concluding section we briefly indicate possible applications of the calculus for factorial arrangements to some other areas.

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Book 1989torial designs. Bose and Kishen (1940) and Bose (1947) developed a mathematical theory for symmetric priIi‘t&-powered factorials while Nair and Roo (1941, 1942, 1948) introduced and explored balanced confounded designs for the asymmetric case. Since then, over the last four decades, there has been a

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Characterizations for Balance with Orthogonal Factorial Structure,978-3-662-43197-9

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Characterizations for Orthogonal Factorial Structure,978-3-642-50332-0

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Constructions II: Designs Based on Kronecker Type Products,ung, die Theorie der Bereichsstruktur, der Blochwände, die das Übergangsgebiet zwischen zwei Bereichen darstellen, oder der Magnetostriktion. Dieser natürlich für die Anwendung wichtige Teil wird hier nicht behandelt; es sei auf einige Standardwerke verwiesen [1], [89], [90] sowie auf einige Übersic

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