GAUSS-MARKOV THEOREM

Domain	Definition
Mathematics	A fundamental theorem dealing with an unbiassed estimator of a population characteristic, based upon a linear combination of sample observations drawn from that population. The theorem is to the general effect that an unbiassed linear estimator of a parameter is "best", i. e. has minimum variance, when the estimator is obtained by least squares. Source: European Union. (references)
Source: compiled by the editor from various references; see credits.

Language		Translations for "GAUSS-MARKOV THEOREM"; alternative meanings/domain in parentheses.
Danish		Gauss-Markov sætning. (various references)

Dutch		theorema van Gauss-Markov. (various references)

Finnish		Gaussin-Markovin lause. (various references)

French		théorème de Gauss-Markov. (various references)

German		Gauss-Markov'scher Satz. (various references)

Greek		θεώρημα Gauss-Markov. (various references)

Italian		teorema di Gauss-Markov. (various references)

Pig Latin		auss-markovgay eoremthay

Portuguese		teorema de Gauss-Markov. (various references)

Spanish		teorema de Gauss-Markov. (various references)

Swedish		GaussMarkovs sats. (various references)
Source: compiled by the editor from various translation references.

Specialty Definition: GAUSS-MARKOV THEOREM