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Results: 1-25 | 26-36 |
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WHY FACTOR-ANALYSIS OFTEN IS THE INCORRECT MODEL FOR ANALYZING BIPOLAR CONCEPTS, AND WHAT MODEL TO USE INSTEAD (VOL 18, PG 97, 1994)
Authors: VANSCHUUR WH KIERS HAL
Citation: Wh. Vanschuur et Hal. Kiers, WHY FACTOR-ANALYSIS OFTEN IS THE INCORRECT MODEL FOR ANALYZING BIPOLAR CONCEPTS, AND WHAT MODEL TO USE INSTEAD (VOL 18, PG 97, 1994), Applied psychological measurement, 18(4), 1994, pp. 389-389
WHY FACTOR-ANALYSIS OFTEN IS THE INCORRECT MODEL FOR ANALYZING BIPOLAR CONCEPTS, AND WHAT MODEL TO USE INSTEAD
Authors: VANSCHUUR WH KIERS HAL
Citation: Wh. Vanschuur et Hal. Kiers, WHY FACTOR-ANALYSIS OFTEN IS THE INCORRECT MODEL FOR ANALYZING BIPOLAR CONCEPTS, AND WHAT MODEL TO USE INSTEAD, Applied psychological measurement, 18(2), 1994, pp. 97-110
SIMPLIMAX - OBLIQUE ROTATION TO AN OPTIMAL TARGET WITH SIMPLE STRUCTURE
Authors: KIERS HAL
Citation: Hal. Kiers, SIMPLIMAX - OBLIQUE ROTATION TO AN OPTIMAL TARGET WITH SIMPLE STRUCTURE, Psychometrika, 59(4), 1994, pp. 567-579
SOME CLARIFICATIONS OF THE TUCKALS2 ALGORITHM APPLIED TO THE IDIOSCALPROBLEM
Authors: TENBERGE JMF BEKKER PA KIERS HAL
Citation: Jmf. Tenberge et al., SOME CLARIFICATIONS OF THE TUCKALS2 ALGORITHM APPLIED TO THE IDIOSCALPROBLEM, Psychometrika, 59(2), 1994, pp. 193-201
THE HARRIS-KAISER INDEPENDENT CLUSTER ROTATION AS A METHOD FOR ROTATION TO SIMPLE COMPONENT WEIGHTS
Authors: KIERS HAL TENBERGE JMF
Citation: Hal. Kiers et Jmf. Tenberge, THE HARRIS-KAISER INDEPENDENT CLUSTER ROTATION AS A METHOD FOR ROTATION TO SIMPLE COMPONENT WEIGHTS, Psychometrika, 59(1), 1994, pp. 81-90
HIERARCHICAL RELATIONS BETWEEN METHODS FOR SIMULTANEOUS COMPONENT ANALYSIS AND A TECHNIQUE FOR ROTATION TO A SIMPLE SIMULTANEOUS STRUCTURE
Authors: KIERS HAL TENBERGE JMF
Citation: Hal. Kiers et Jmf. Tenberge, HIERARCHICAL RELATIONS BETWEEN METHODS FOR SIMULTANEOUS COMPONENT ANALYSIS AND A TECHNIQUE FOR ROTATION TO A SIMPLE SIMULTANEOUS STRUCTURE, British journal of mathematical & statistical psychology, 47, 1994, pp. 109-126
COMPUTATIONAL SOLUTIONS FOR THE PROBLEM OF NEGATIVE SALIENCES AND NONSYMMETRY IN INDSCAL
Authors: TENBERGE JMF KIERS HAL KRIJNEN WP
Citation: Jmf. Tenberge et al., COMPUTATIONAL SOLUTIONS FOR THE PROBLEM OF NEGATIVE SALIENCES AND NONSYMMETRY IN INDSCAL, Journal of classification, 10(1), 1993, pp. 115-124
MONOTONICALLY CONVERGENT ALGORITHM FOR FACTALS
Authors: KIERS HAL TAKANE Y MOOIJAART A
Citation: Hal. Kiers et al., MONOTONICALLY CONVERGENT ALGORITHM FOR FACTALS, Psychometrika, 58(4), 1993, pp. 567-574
CONSTRAINED DEDICOM
Authors: KIERS HAL TAKANE Y
Citation: Hal. Kiers et Y. Takane, CONSTRAINED DEDICOM, Psychometrika, 58(2), 1993, pp. 339-355
ORTHOGONAL PROCRUSTES ROTATION FOR MATRICES WITH MISSING VALUES
Authors: TENBERGE JMF KIERS HAL COMMANDEUR JJF
Citation: Jmf. Tenberge et al., ORTHOGONAL PROCRUSTES ROTATION FOR MATRICES WITH MISSING VALUES, British journal of mathematical & statistical psychology, 46, 1993, pp. 119-134
HANDLING ORDINAL VARIABLES IN 3-WAY ANALYSIS OF QUANTIFICATION MATRICES FOR VARIABLES OF MIXED MEASUREMENT LEVELS
Authors: KIERS HAL
Citation: Hal. Kiers, HANDLING ORDINAL VARIABLES IN 3-WAY ANALYSIS OF QUANTIFICATION MATRICES FOR VARIABLES OF MIXED MEASUREMENT LEVELS, British journal of mathematical & statistical psychology, 46, 1993, pp. 135-152
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