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Traditional vs Intersectional DIF Analysis: Considerations and a Comparison Using State Testing Data
Tony Albano; Brian F. French; Thao Thu Vo – Applied Measurement in Education, 2024
Recent research has demonstrated an intersectional approach to the study of differential item functioning (DIF). This approach expands DIF to account for the interactions between what have traditionally been treated as separate grouping variables. In this paper, we compare traditional and intersectional DIF analyses using data from a state testing…
Descriptors: Test Items, Item Analysis, Data Use, Standardized Tests
Chen, Qian – International Journal of Science and Mathematics Education, 2014
In this study, the Trends in International Mathematics and Science Study 2007 data were used to build mathematics achievement models of fourth graders in two East Asian school systems: Hong Kong and Singapore. In each school system, eight variables at student level and nine variables at school/class level were incorporated to build an achievement…
Descriptors: Foreign Countries, Mathematics Achievement, Grade 4, Mathematics Tests
Jorgensen, Robyn; Lowrie, Tom – International Journal for Mathematics Teaching and Learning, 2015
This paper explores the relationship between social backgrounds and geographical locations with mathematical achievement. Using the national testing system in Australia, correlations between the variables were explored and it was found that students from rural and low SES backgrounds are still being marginalised in school mathematics--in terms of…
Descriptors: Equal Education, Mathematics Education, Mathematics Achievement, Foreign Countries
Marushina, Albina – Journal of Mathematics Education at Teachers College, 2012
This paper aims to tell how the Russian national examination in mathematics (the Uniform State Examination or USE) has been conducted most recently. The author must say at once that the history of the system of secondary school graduation examinations or even the history of the USE will be covered only to the small degree that is necessary for…
Descriptors: Foreign Countries, Mathematics Tests, National Competency Tests, Secondary School Mathematics
Moses, Tim; Liu, Jinghua; Tan, Adele; Deng, Weiling; Dorans, Neil J. – ETS Research Report Series, 2013
In this study, differential item functioning (DIF) methods utilizing 14 different matching variables were applied to assess DIF in the constructed-response (CR) items from 6 forms of 3 mixed-format tests. Results suggested that the methods might produce distinct patterns of DIF results for different tests and testing programs, in that the DIF…
Descriptors: Test Construction, Multiple Choice Tests, Test Items, Item Analysis
Maxwell, Lesli A.; Shah, Nirvi – Education Week, 2011
Following a push to make "the nation's report card" better reflect the academic performance of all children in America's schools, most states boosted the numbers of students with disabilities and English-language learners who participated in the 2011 reading and math tests that are part of the National Assessment of Educational Progress (NAEP).…
Descriptors: Testing Programs, Testing, Academic Achievement, Mathematics Tests
Ferrara, Steve; Svetina, Dubravka; Skucha, Sylvia; Davidson, Anne H. – Educational Measurement: Issues and Practice, 2011
Items on test score scales located at and below the Proficient cut score define the content area knowledge and skills required to achieve proficiency. Alternately, examinees who perform at the Proficient level on a test can be expected to be able to demonstrate that they have mastered most of the knowledge and skills represented by the items at…
Descriptors: Knowledge Level, Mathematics Tests, Program Effectiveness, Inferences
Higgins, Jennifer; Patterson, Margaret Becker; Bozman, Martha; Katz, Michael – Journal of Technology, Learning, and Assessment, 2010
This study examined the feasibility of administering GED Tests using a computer based testing system with embedded accessibility tools and the impact on test scores and test-taker experience when GED Tests are transitioned from paper to computer. Nineteen test centers across five states successfully installed the computer based testing program,…
Descriptors: Testing Programs, Testing, Computer Uses in Education, Mathematics Tests
Meyers, Jason L.; Miller, G. Edward; Way, Walter D. – Applied Measurement in Education, 2009
In operational testing programs using item response theory (IRT), item parameter invariance is threatened when an item appears in a different location on the live test than it did when it was field tested. This study utilizes data from a large state's assessments to model change in Rasch item difficulty (RID) as a function of item position change,…
Descriptors: Test Items, Test Content, Testing Programs, Simulation
Yang, Wen-Ling; Gao, Rui – Applied Psychological Measurement, 2008
This study investigates whether the functions linking number-correct scores to the College-Level Examination Program (CLEP) scaled scores remain invariant over gender groups, using test data on the 16 testlet-based forms of the CLEP College Algebra exam. To be consistent with the operational practice, linking of various test forms to a common…
Descriptors: Mathematics Tests, Algebra, Item Response Theory, Testing Programs
Robelen, Erik W. – Education Week, 2009
At a time when many states are ratcheting up their high school graduation requirements, critics say Louisiana's new "career diploma" appears to represent a lowering of standards and expectations for students who are not headed to a four-year college. But some state education leaders who had misgivings with the legislative effort this…
Descriptors: Public Schools, Testing Programs, Elementary Secondary Education, Dropout Rate
Norman, Rebecca L.; Buckendahl, Chad W. – Educational Measurement: Issues and Practice, 2008
Many educational testing programs report examinee performance at more than two levels of proficiency. Whether these assessments have the capacity to support these multiple inferences, though, is a topic that has not been widely discussed. This study proposes a method for evaluating the minimum number of measurement opportunities for reporting…
Descriptors: Testing Programs, Student Evaluation, Educational Testing, Mathematics Achievement
Viadero, Debra – Education Week, 2007
This article reports on reactions to the U.S. Department of Education's first time decision to sit out an international study designed to show how advanced high school students around the world measure up in math and science. Mark S. Schneider, the commissioner of the department's National Center for Education Statistics, which normally takes the…
Descriptors: Physics, Science Achievement, Mathematics Achievement, Achievement Tests

Sireci, Stephen G.; Robin, Frederic; Patelis, Thanos – Applied Measurement in Education, 1999
Presents a procedure for standard setting that involves the cluster analysis of test takers to discover examinee groups that are useful for envisioning marginally competent performance or defining borderline or contrasting groups. Illustrates use of the procedure with a statewide mathematics test, and concludes that cluster analysis is useful in…
Descriptors: Cluster Analysis, Mathematics Tests, Standard Setting (Scoring), Standards
Dorgan, Karen – Teachers College Record, 2004
This qualitative research project studied the efforts of a small public elementary school over the course of 1 academic year to meet higher standards imposed by the state. The state's department of education defined school success in terms of the percentage of students passing a set of multiple-choice, standardized tests in four core areas of the…
Descriptors: Mathematics Tests, Standardized Tests, State Standards, Testing Programs
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