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Ong, Yoke Mooi; Williams, Julian; Lamprianou, Iasonas – International Journal of Research & Method in Education, 2013
Researchers interested in exploring substantive group differences are increasingly attending to bundles of items (or testlets): the aim is to understand how gender differences, for instance, are explained by differential performances on different types or bundles of items, hence differential bundle functioning (DBF). Some previous work has…
Descriptors: Mathematics Tests, Gender Differences, Mathematics Instruction, Mathematical Models
Howe, Roger; Scheaffer, Richard; Lindquist, Mary – US Department of Education, 2006
This document contains the framework and a set of recommendations for the NAEP 2007 mathematics assessment, which will assess student achievement nationally and state-by-state, as well as in select urban districts, in grades 4 and 8. It includes descriptions of the mathematical content of the test, the types of test questions, and recommendations…
Descriptors: Grade 4, Mathematical Models, National Competency Tests, Mathematics Instruction
Peer reviewedStacey, Kaye – Australian Mathematics Teacher, 1987
Discusses some of the aspects of problem solving that teachers can observe for assessment purposes in a student's practical and written work. Suggests that these observations can be incorporated into a student's assessment traditionally or using alternative assessment devices. (PK)
Descriptors: Educational Assessment, Elementary School Mathematics, Elementary Secondary Education, Foreign Countries
Muthen, Bengt O.; And Others – 1988
Item response theoretic methods are applied to the measurement of achievement of students from various instructional backgrounds. This extended item response theory (IRT) approach serves as a tool for studying instructional bias, or instructional sensitivity. The model maintains the form of an IRT model, but has parameters that quantify the extent…
Descriptors: Achievement Tests, Educational Background, Elementary Secondary Education, Grade 8

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