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Tianyou Wang, Research Scientist

Contact Information


Mailing Address
Tianyou Wang, Research Scientist

Center for Advanced Studies in
Measurement and Assessment (CASMA)
297 Lindquist Center North
University of Iowa
Iowa City, IA 52242-1529

Email: tianyou-wang@uiowa.edu
Telephone:  319/335-5439
Facsimile: 319/384-0505
Education
  • Ph.D. 1995, College of Education, University of Iowa
  • M.A. 1989, College of Educational Sciences, East China Normal University
  • B.S. 1985, Department of Physics, East China Normal University
Responsibilities
  • Engage in research projects for CASMA
Affiliation within the College
Professional Experience
  • 2003-2004 Independent Consultant
  • 2002 Associate Professor in Measurement, Western Michigan University
  • 2000-2001 Principal Research Associate, ACT
  • 1995-2000 Research Associate and Senior Research Associate
  • 1993-1995 Research Specialist
Selected Publications
  • Wang, T. & Zhang, J. (2003). Optimal partitioning of testing time: theoretical properties and practical implications. Conditionally accepted by Psychometrika.
  • Wang, T., & Hanson, B. A. (2003). Development and calibration of an item response model that incorporates response time. Conditionally accepted by Applied Psychological Measurement.
  • Wang, T., & Kolen, M. J. (2001). Evaluating comparability in computerized adaptive testing: Issues, Criteria and an example. Journal of Educational Measurement, 38, 19-49.
  • Wang, T., Hanson, B. A., & Harris, D. J. (2000). The effectiveness of circular equating as a criterion for evaluating equating. Applied Psychological Measurement, 24, 195-210.
  • Wang, T., Kolen, M. J., & Harris, D. J. (2000). Psychometric properties of scale scores and performance levels for performance assessment using polytomous IRT. Journal of Educational Measurement, 37, 141-162.
  • Wang, T., Hanson, B. A., & Lau, C. (1999). Reducing bias in CAT trait estimates: a comparison of approaches. Applied Psychological Measurement.,23, 263-278.
  • Wang, T. (1998). Weights that maximize reliability under a congeneric model. Applied Psychological Measurement, 22, 179-187.
  • Wang, T., & Zeng, L. (1998). Item parameter estimation for a continuous response model via an EM algorithm. Applied Psychological Measurement, 22, 333-344.
  • Wang, T., & Vispoel, W. P. (1998). Properties of ability estimation methods in computerized adaptive testing. Journal of Educational Measurement, 35, 109-135.
  • Vispoel, W. P., & Wang, T. (1997). Computerized adaptive and fixed-item testing of music listening skill: A comparison of efficiency, precision, and concurrent validity. Journal of Educational Measurement, 34, 43-63.
  • Wang, T., & Kolen, M. J. (1996). A quadratic curve equating method to equate the first three moments in equipercentile equating. Applied Psychological Measurement, 20, 27-43.

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