The item-selection problem and experimental design

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Bibliographische Detailangaben
Veröffentlicht in:Studies in item analysis and prediction
1. Verfasser: Elfving, Gustav (VerfasserIn)
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Veröffentlicht: 1961
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Titel Jahr Verfasser
The algebra of dischotomous systems 1961 Lazarsfeld, Paul F.
Further contributions to the theory of test design 1961 Sitgraves, Rosedith
A statistical formulation of the attenuation paradox in test theory 1961 Sitgreaves, Rosedith
Item-selection procedures for item variables with a known factor structure 1961 Elfving, Gustav
A representation of Hotelling's T2 and Anderson's calssification statistic W in terms of simple statistics 1961 Bowker, Albert H.
Computation of an empirical sampling distribution for the w-classification statistik 1961 Teichroew, Daniel
An asymptotic expansion for the distribution function of the W-classification statistic 1961 Bowker, Albert H.
Some results on the distribution of the w-classification statistic 1961 Sitgreaves, Rosedith
Contributions to a technique for item selection 1961 Elfving, Gustav
An expansion principle for distribution functions with applications to student's statistic and the onedimensional classification statistic 1961 Elfving, Gustav
The item-selection problem and experimental design 1961 Elfving, Gustav
On classification based on responses to n dichotomous items 1961 Bahadur, R. R.
A representation of the joint distribution of responses to n dichotomous items 1961 Bahadur, R. R.
Item selection and choice of nonrepeatable observations for estimation 1961 Elfving, Gustav
Classification procedures based on dichotomous response vectors 1961 Solomon, Herbert
Statistical decision theory approach to item selection for dichotomous test and criterion variables 1961 Raiffa, Howard
Optimal test design in a special testing situation 1961 Sitgreaves, Rosedith
An empirical bayes approach to non-parametric two-way classification 1961 Johns, Milton Vernon
A non-parametric solution for the k-sample slippage problem 1961 Paulson, Edward
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