Jürgen Rost (Hrsg.)

MPR-online: Methods of Psychological Research
Vol. IV/1999 No. 3 and Vol. V/2000

Verlag: IPN, 2001
ISSN 1432-8534
22,- €

MPR-online 1999 Vol. 4 No. 3
N. Gass, A. Muller-Gass A Multicriteria Decision Model to Compute Optimal Treatment Packages Under Constraint Conditions
A. Smit, H. Kelderman, H. van der Flier Collateral information and Mixed Rasch models

MPR-online 2000 Vol. 5 No. 1
W. Hager About some misconceptions and the discontent with statistical tests in psychology
R. Langeheine, F. van de Pol Fitting Higher Order Markov Chains
W.-C. Wang The Simultaneous Factorial Analysis of Differential Item Functioning
T. Verguts, P. De Boeck A note on the Martin-Löf test for unidimensionality

MPR-online 2000 Vol. 5 No. 2

J. Heller Representation and Assessment of Individual Semantic Knowledge
R. Steyer, S. Gabler, A. A. von Davier, C. Nachtigall, T. Buhl Causal Regression Models I: Individual and Average Causal Effects
T. Betsch, A. Glöckner, S. Haberstroh COMMERCE A Micro-World Simulation to Study Routine Maintenance and Deviation in Repeated Decision Making
I. Stelzl What sample sizes are needed to get correct significance levels for log-linear models? - A Monte Carlo Study using the SPSS-procedure "Hiloglinear"

MPR-online 2000 Vol. 5 No. 3

T. Rivas Moya Calculating Isotonic Regression of the Distance Function in nonmetric Multidimensional Scaling Model
W. Hager A principle of derivation and decisions based on statistical tests and effect sizes
Á. M. Fidalgo, G. J. Mellenbergh, J. Muñiz Effects of Amount of DIF, Test Length, and Purification Type on Robustness and Power of Mantel-Haenszel Procedures
R. Steyer, S. Gabler, A. von Davier, C. Nachtigall Causal Regression Models II: Unconfoundedness and Causal Unbiasedness

MPR-online 2000 Vol. 5 No. 4

J. Ma Alvarado, C. Santisteban DEVAT: Design of Experiments for Visual Attention Tasks
A. von Eye, A. Indurkhya Log-linear Representations of the Mantel-Haenszel and the Breslow-Day Tests
A. Smit, H. Keldermann, H. van der Flier The Mixed Birnbaum Model: Estimation using Collateral Information

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