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The History of Educational Measurement: Key Advancements in Theory, Policy, and Practice PDF

398 Pages·2021·8.009 MB·English
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THE HISTORY OF EDUCATIONAL MEASUREMENT TheHistoryofEducationalMeasurementcollectsessaysonthemostimportanttopicsin educational testing, measurement, and psychometrics. Authored by the field’s top scholars, this book offers unique historical viewpoints, from origins to modern applications,offormaltestingprogramsandmentalmeasurementtheories.Topicsas variedaslarge-scaletesting,validity,item-responsetheory,federalinvolvement,and notable assessment controversies complete a survey of the field’s greatest challenges and most important achievements. Graduate students, researchers, industry profes- sionals,andotherstakeholderswillfindthisvolumerelevantforyearstocome. BrianE.ClauserisVicePresidentoftheCenterforAdvancementAssessmentat the National Board of Medical Examiners, USA. He is Member of the Board of Editors for Applied Measurement in Education and Journal of Educational Measurement. Michael B. Bunch is Senior Advisor to Measurement Incorporated, USA, having served the company as Vice President and Senior Vice President of Research and Development since 1982. THE HISTORY OF EDUCATIONAL MEASUREMENT Key Advancements in Theory, Policy, and Practice Edited by Brian E. Clauser and Michael B. Bunch Firstpublished2022 byRoutledge 605ThirdAvenue,NewYork,NY10158 andbyRoutledge 2ParkSquare,MiltonPark,Abingdon,OxonOX144RN RoutledgeisanimprintoftheTaylor&FrancisGroup,aninformabusiness ©2022Taylor&Francis TherightofBrianE.ClauserandMichaelB.Bunchtobeidentifiedasthe authorsoftheeditorialmaterial,andoftheauthorsfortheirindividualchapters, hasbeenassertedinaccordancewithsections77and78oftheCopyright, DesignsandPatentsAct1988. Allrightsreserved.Nopartofthisbookmaybereprintedorreproducedor utilisedinanyformorbyanyelectronic,mechanical,orothermeans,now knownorhereafterinvented,includingphotocopyingandrecording,orinany informationstorageorretrievalsystem,withoutpermissioninwritingfromthe publishers. Trademarknotice:Productorcorporatenamesmaybetrademarksorregistered trademarks,andareusedonlyforidentificationandexplanationwithoutintent toinfringe. LibraryofCongressCataloging-in-PublicationData Acatalogrecordforthistitlehasbeenrequested ISBN:978-0-367-37095-4(hbk) ISBN:978-0-367-41575-4(pbk) ISBN:978-0-367-81531-8(ebk) TypesetinBembo byTaylor&FrancisBooks CONTENTS List of illustrations vii List of contributors ix Preface xxii Acknowledgements xxvi PARTI Testing Movements 1 1 Early Efforts 3 Luz Bay and Terry Ackerman 2 Development and Evolution of the SAT and ACT 22 Michelle Croft and Jonathan J. Beard 3 The History of Norm- and Criterion-Referenced Testing 42 Kurt F. Geisinger 4 The Role of the Federal Government in Shaping Educational Testing Policy and Practice 65 Michael B. Bunch 5 Historical Milestones in the Assessment of English Learners 87 Jamal Abedi and Cecilia Sanchez 6 Evolving Notions of Fairness in Testing in the United States 111 Stephen G. Sireci and Jennifer Randall vi Contents 7 A Century of Testing Controversies 136 Rebecca Zwick PARTII Measurement Theory and Practice 155 8 A History of Classical Test Theory 157 Brian E. Clauser 9 The Evolution of the Concept of Validity 181 Michael Kane and Brent Bridgeman 10 Generalizability Theory 206 Robert L. Brennan 11 Item Response Theory: A Historical Perspective and Brief Introduction to Applications 232 Richard M. Luecht and Ronald K. Hambleton 12 A History of Scaling and its Relationship to Measurement 263 Derek C. Briggs 13 A History of Bayesian Inference in Educational Measurement 292 Roy Levy and Robert J. Mislevy 14 History of Test Equating Methods and Practices Through 1985 318 Michael J. Kolen 15 A History of Rasch Measurement Theory 343 George Engelhard Jr. and Stefanie A. Wind Index 361 ILLUSTRATIONS Figures 1.1 An example of a typical hornbook (left) and a version of the New England Primer (right) 5 1.2 An example of woodcut figures that accompanied rhymed phrases designed to help children learn the alphabet 6 1.3 The first written arithmetic test and result 11 1.4 The first written grammar test and result 12 1.5 An example of grade 8 final exam from 1859 Salina, Kansas 15 2.1 Summary of changes to the SAT 25 11.1 Normal-ogive probabilities at γ = (–1.25, –.75, –.25, .25, .75, 1.25) with corresponding ICCs 235 11.2 Comparisons of the three-parameter normal-ogive and logistic functions with and without D = 1.702 238 11.3 IRT as part of a comprehensive item-bank calibration and scoring enterprise 250 11.4 Item and test information functions for a 10-item test (3PL- calibrated) 251 11.5 Test assembly of multiple forms for three different target TIFs 253 11.6 50-Item CATs for five examinees (Item Bank: I = 600 3PL-Calibrated Items) 254 11.7 Examples of five MST panel configurations 255 12.1 A conceptual framework for theory and methods of scaling based on Torgerson (1958) 266 viii Listofillustrations 12.2 Hypothetical results from a comparison of weight with magnitudes x and x over replications. The scale of the c t x-axis is that of sensation intensity, not physical magnitude 272 12.3 Galton’s survey items for mental visualization 277 13.1 Graphical representation of the right-hand of de Finetti’s theorem, depicting conditional independence of the xs given θ. Alternatively, a graphical representation of the core structure of many measurement models. Reproduction of Figure 3.5 from Levy & Mislevy (2016) 297 15.1 Frequency of citations with theme of Rasch measurement theory (Web of Science, September 2019) 344 15.2 Three traditions of measurement: Test-Score, Scaling, and Structural Traditions 345 15.3 Concept map for Rasch measurement theory 351 Tables 5.1 Correlation between state assessment scores and Raven test score 90 5.2 Raven CPM mean scores for EL and non-ELs 91 12.1 Statistical scale with descriptive reference points for illumination of visualized mental image. Based on Galton, 1883, p. 93 278 15.1 General form of the operating characteristic function for defining a family of unidimensional Rasch measurement models 352 15.2 Log-odds format for family of Rasch models 352 15.3 Selection of key books on Rasch measurement theory (1960 through 2020) 353 Box 15.1 Five requirements of invariant measurement (Engelhard, 2013) 348 CONTRIBUTORS Brian E. Clauser received his doctorate from the University of Massachusetts, Amherst.Since1992hehasworkedattheNationalBoardofMedicalExaminers, where he is currently vice president for the Center for Advanced Assessment. Dr. Clauser has published more than 100 journal papers and book chapters on issues related to differential item functioning, performance assessment, automated scor- ing of complex assessments, standard setting, applications of generalizability theory, test validity, and the history of psychometrics. He is a fellow of the American Educational Research Association, a past editor of the Journal of Educa- tional Measurement, the current editor of the NCME book series, and the 2018 recipient of the NCME Career Contribution award. Michael B. Bunch is a senior advisor to Measurement Incorporated, having served as senior vice president and in various other capacities from 1982 to 2020. Previously, he was a senior professional at NTS Research Corporation and research psychologist at ACT. Dr. Bunch received his Ph.D. in psychology (Measurement and Human Differences) from the University of Georgia in 1976. He has served as reviewer for Buros Mental Measurements Yearbook, Journal of Edu- cational Measurement, and other national and international testing journals. He is co-author, with Gregory J. Cizek, of Standard Setting: Establishing and Evaluating Performance Standards on Tests. Jamal Abedi is a professor of educational measurement at the University of California, Davis. Dr. Abedi's research interests include studies in the areas of psychometrics and test development. His recent work includes studies on the validityofassessment,accommodation,andclassificationforEnglishlearners(ELs) andELswithdisabilities.Abediservesonassessmentadvisoryboardsforanumber

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