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  Assessment Systems Corporation :: Software :: MSP

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  MSP
MSP - Nonparametric IRT Scaling

W. Molenaar, University of Groningen, Netherlands
P. Debets, University of Amsterdam, Netherlands
K. Sijtsma, Utrecht University, Netherlands
B.T. Hemker, CITO Arnhem, Netherlands

Click here to see a comparison of all Analysis Programs

MSP, Mokken scale analysis for polytomous items, scales test item responses using nonparametric cumulative item response theory. It can test scalability of a given scale or construct one or more unidimensional scales from an item pool. Persons are ordered by scale score and measurement quality is assessed.

MSP can analyze either dichotomous or polytomous data, and can be used for:

  • Stepwise construction of one or more unidimensional scales from a pool of items;
  • Evaluation of model fit of a given scale, including the assessment of its reliability and suggestions for removal of misfitting items; and
  • Detection of the extent to which the answer patterns follow the cumulative Guttman scalogram pattern, using Loevinger's H-values and associated significance tests.

The latest version incorporates many new features and improvements:

  • An improved definition of the scalability coefficients;
  • Computation of the frequency distribution and corresponding statistics of the scale score, and the number of Guttman errors per person;
  • An option to analyze and compare several subgroups in one run; 
  • Checks the assumptions underlying the models for monotone homogeneity and double monotonicity; and
  • Estimates the reliability of a test score.

The scaling procedures of the program can handle up to 100 polytomous items with a maximum of 10 ordered categories within a given range (900 item steps). Persons with values outside this range are deleted. Data for up to 32,000 persons can be analyzed. No missing data is allowed.

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System Requirements

Windows 95, 98, NT, ME, 2000, XP

Demonstration Version

The demo version of MSP will run only the sample files that come with it. In all other respects it is identical to the regular version.

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