Glossary entry (derived from question below)
Serbian term or phrase:
bias
English translation:
pristrasnost, sistemska greška
Serbian term
bias
4 +3 | pristrasnost, sistemska greška | Milena Taylor |
3 | neobjektivno | Goran Tasic |
3 | Netacan/neprecizan | milena beba |
Oct 29, 2015 10:22: Ana_pg changed "Language pair" from "Serbian to English" to "English to Serbian"
Oct 29, 2015 10:22: Ana_pg changed "Language pair" from "English to Serbian" to "Serbian to English"
Oct 29, 2015 10:22: Ana_pg changed "Language pair" from "Serbian to English" to "English to Serbian"
Oct 29, 2015 11:26: Ana_pg changed "Language pair" from "English to Serbian" to "Serbian to English"
Nov 1, 2015 00:57: Miomira Brankovic changed "Language pair" from "Serbian to English" to "English to Serbian" , "Field" from "Tech/Engineering" to "Other" , "Field (specific)" from "Law (general)" to "Mathematics & Statistics"
Nov 1, 2015 00:57: Miomira Brankovic changed "Language pair" from "English to Serbian" to "Serbian to English"
Nov 12, 2015 10:37: Milena Taylor Created KOG entry
Nov 12, 2015 10:37: Milena Taylor changed "Edited KOG entry" from "<a href="/profile/1454381">Milena Taylor's</a> old entry - "bias"" to ""pristrasnost, sistemska greška""
Proposed translations
pristrasnost, sistemska greška
A type of bias caused by choosing non-random data for statistical analysis. The bias exists due to a flaw in the sample selection process, where a subset of the data is systematically excluded due to a particular attribute. The exclusion of the subset can influence the statistical significance of the test, or produce distorted results.
http://www.investopedia.com/terms/s/sample_selection_basis.a...
A statistic is biased if it is calculated in such a way that it is only systematically different from the population parameter of interest. The following lists some types of biases, which can overlap.
https://en.wikipedia.org/wiki/Bias_(statistics)
Za ocenu Θ
*
= Θ
*
(X1,X2,...,Xn) parametra θ kažemo da je centrirana ili
nepristrasna (unbiased) ako je njena srednja vrednost jednaka traženom parametru:
(str.114)
Očigledno je da relacija (5.16) nije tačna pa je ocena (5.17) srednje vrednosti
posrednog merenja Z pristrasna. Drugim rečima iako su neposredna merenja
x i n i
, = 1,..., tačna, posredno merenje dobijeno po formuli (5.17) sadrži sistematsku
grešku (bias), približno jednaku: (str. 144)
http://www.tf.uns.ac.rs/~omorr/radovan_omorjan_003_is/Osnovi...
Jedne od mera tačnosti ocene su njena standardna greška i pristrasnost (Bias) i
Bootstrap metoda se može primeniti u njihovom ocenjivanju.
http://elibrary.matf.bg.ac.rs/bitstream/handle/123456789/376...
Jako je
bitno odrţavati pretpostavku jednakih šansi, čime ćemo sprečiti pristrasnost rezultata (bias).
http://rusnak.truni.sk/prednasky/biostatistika/SRB/Biostatis...
Pristrasnost ocenjivača t je Bias(tˆ) = E(tˆ) − t. Ukoliko je Bias(tˆ) = 0, kaˇzemo da je tˆ nepristrasan ocenjivač za t
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