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Author
Meus Jan (Uniwersytet Jagielloński), Stefaniak Justyna (Uniwersytet Jagielloński)
Title
Analiza i klasyfikacja danych w aspekcie współczynnika Z
Analysis and Data Classification in the Aspect of Coefficient Z
Source
Prace Naukowe Akademii Ekonomicznej we Wrocławiu. Taksonomia (12), 2005, nr 1076, s. 485-492, rys., tab., bibliogr. 6 poz.
Issue title
Klasyfikacja i analiza danych - teoria i zastosowania
Keyword
Analiza danych, Klasyfikacja danych
Data analysis, Data classifications
Note
summ.
Abstract
Scharakteryzowano współczynnik zależności Z oraz omówiono jego właściwości. Przedstawiono także zastosowanie metody wyznaczania współczynnika Z w Zakładzie Bioinformatyki i Telemedycyny CM UJ w Krakowie.

Publications dedicated to the analysis of contingency tables in statistical literature focus frequently on establishing statistical significance between investigated variables. It leads to treating them as single states, though these variables are usually defined as systems of events creating the specific one. The reason of this approach is in the lack of method which would treat both variables as a system of two systems of disjoint events and would introduce the analysis of the "interior" structure of the data. In this paper a new asymmetrical measure of dependence has been introduced which bases on the above mentioned assumption. (original abstract)
Accessibility
The Main Library of the Cracow University of Economics
The Library of Warsaw School of Economics
The Main Library of Poznań University of Economics and Business
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Bibliography
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  1. Bjørnstad J.F., Inference Theory in Contingency Tables, Statistical Research Report, Oslo 1979, s. 1-26.
  2. Goodman L.A., Kruskal W.H., Measures of Association for Cross Classifications, Series in Statistics, Springer , New York 1979.
  3. Kendall M.G., Stuart A., The Advanced Theory of Statistics, vol. 2, Griffin, London 1979.
  4. Meus J., Bryliński M., Piwowar P., Wiśniowski Z., Stefaniak J., Piwowar M., Konieczny L., Roterman I., A Tabular Approach to the Sequence-to-Structure Relation, w druku.
  5. Piwowar M., Meus J., Roterman I., Analiza zawartości mikrosatelitów nCAG w genomach wybranych organizmów oraz w mRNA ludzkim, SIIB, Kraków 2004.
  6. Shannon C.E., A Mathematical Theory of Communication, "Bell System Technical Journal" 1948, 27, s. 379-423, 623-656.
Cited by
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ISSN
0324-8445
1505-9332
Language
pol
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