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dc.contributor.authorGraczyk, Małgorzata
dc.contributor.authorCeranka, Bronisław
dc.date.accessioned2022-04-22T10:28:57Z
dc.date.available2022-04-22T10:28:57Z
dc.date.issued2022-01-19
dc.identifier.issn0208-6018
dc.identifier.urihttp://hdl.handle.net/11089/41652
dc.description.abstractIn this paper, some problems related to the construction of highly D‑efficient spring balance weighing designs are presented. We give some conditions determining the relations between the parameters of such designs and construction examples.en
dc.description.abstractW artykule zostały przedstawione zagadnienia związane z konstrukcją wysoce D‑efektywnych sprężynowych układów wagowych. Podane zostały warunki określające zależności pomiędzy parametrami tych układów oraz przykłady konstrukcji.pl
dc.language.isoen
dc.publisherWydawnictwo Uniwersytetu Łódzkiegopl
dc.relation.ispartofseriesActa Universitatis Lodziensis. Folia Oeconomica;356en
dc.rights.urihttps://creativecommons.org/licenses/by/4.0
dc.subjectD-efficient designen
dc.subjectspring balance weighing designen
dc.subjectD‑efektywne układypl
dc.subjectsprężynowe układy wagowepl
dc.titleNotes on Selected Optimal Weighing Designsen
dc.title.alternativeUwagi o wybranych optymalnych układach wagowychpl
dc.typeArticle
dc.page.number4-12
dc.contributor.authorAffiliationGraczyk, Małgorzata - Poznań University of Life Sciences, Faculty of Agronomy and Bioengineering, Department of Mathematical and Statistical Methods, Poznań, Polanden
dc.contributor.authorAffiliationCeranka, Bronisław - Poznań University of Life Sciences, Faculty of Agronomy and Bioengineering, Department of Mathematical and Statistical Methods, Poznań, Polanden
dc.identifier.eissn2353-7663
dc.referencesBanerjee K. S. (1975), Weighing Designs for Chemistry, Medicine, Economics, Operation Research, Statistics, Marcell Dekker Inc., New York.en
dc.referencesBulutoglu D. A., Ryan K. J. (2009), D‑optimal and near D‑optimal 2k fractional factorial designs of Resolution V, “Journal of Statistical Planning and Inference”, no. 139, pp. 16–22.en
dc.referencesCeranka B., Graczyk M. (2010), Some construction of optimum weighing designs, “Acta Universitatis Lodziensis. Folia Oeconomica”, no. 235, pp. 235–239.en
dc.referencesCeranka B., Graczyk M. (2012), Notes on the optimum chemical balance weighing designs, “Acta Universitatis Lodziensis. Folia Oeconomica”, no. 269, pp. 91–101.en
dc.referencesCeranka B., Graczyk M. (2014), On certain A-optimal biased spring balance weighing designs, “Statistics in Transition. New Series”, Spring, vol. 15(2), pp. 317–326.en
dc.referencesCeranka B., Graczyk M. (2018), Highly D-efficient designs for even number of objects, “Revstat‑Statistical Journal”, no. 16, pp. 475–486.en
dc.referencesCeranka B., Graczyk M. (2019), Recent developments in D-optimal designs, “Communications in Statistics – Theory and Methods”, vol. 48(6), pp. 1470–1480, https://doi.org/10.1080/03610926.2018.1433851en
dc.referencesCeranka B., Katulska K. (1987a), Zastosowanie optymalnych sprężynowych układów wagowych, “Siedemnaste Colloquium Metodologiczne z Agro-Biometrii”, PAN, pp. 98–108.en
dc.referencesCeranka B., Katulska K. (1987b), Zastosowanie teorii sprężynowych układów wagowych do analizy doświadczeń z mieszankami, “Listy Biometryczne”, no. XXIV, pp. 17–26.en
dc.referencesCeranka B., Katulska K. (1989), Application of the biased spring balance weighing theory to estimation of differences of line effects for legume content, “Biometrical Journal”, no. 31, pp. 103–110.en
dc.referencesGail Z., Kiefer J. (1982), Construction methods for D‑optimum weighing designs when n ≡ 3 mod 4, “The Annals of Statistics”, no. 10, pp. 502–510.en
dc.referencesGawande B. N., Patkar A. Y. (1999), Application of factorial design for optimization of Cyclodextrin Glycosyltransferase production from Klebsiella Pneumoniae AS–22, “Biotechnology and Bioengineering”, no. 64, N2, pp. 168–173.en
dc.referencesGraczyk M. (2013), Some applications on weighing designs, “Biometrical Letters”, vol. 50(1), pp. 15–26.en
dc.referencesGraczyk M., Ceranka B. (2019), A highly D-efficient spring balance weighing designs for an even number of objects, “Acta Universitatis Lodziensis. Folia Oeconomica”, no. 344, pp. 17–27.en
dc.referencesJacroux M., Notz W. (1983), On the Optimality of Spring Balance Weighing Designs, “The Annals of Statistics”, no. 11, pp. 970–978.en
dc.referencesKatulska K., Smaga Ł. (2010), On some construction of D-optimal chemical balance weighing designs, “Colloquium Biometricum”, no. 40, pp. 37–45.en
dc.referencesKoukouvinos Ch. (1996), Linear models and D-optimal designs for n ≡ 2 mod 4, “Statistics and Probability Letters”, no. 26, pp. 329–332.en
dc.referencesRaghavarao D. (1971), Constructions and Combinatorial Problems in Designs of Experiments, John Wiley Inc., New York.en
dc.referencesShah K. R., Sinh B. K. (1989), Theory of Optimal Designs, Springer-Verlag, Berlin.en
dc.contributor.authorEmailGraczyk, Małgorzata - malgorzata.graczyk@up.poznan.pl
dc.contributor.authorEmailCeranka, Bronisław - bronislaw.ceranka@up.poznan.pl
dc.identifier.doi10.18778/0208-6018.356.01
dc.relation.volume5


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