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Index
Contents Preface I THE NEED TO ADDRESS PRIORITY PROBLEMS
1 Purposes and Assumptions of This Book
SOME OF THE BOOK’S PURPOSES SOME OPERATING ASSUMPTIONS THAT INFLUENCED DISCUSSIONS LEADING TO THIS BOOK.
Observation 1 Observation 2 Observation 3 Observation 4 Observation 5 Observation 6
WHAT PROBLEMS LED TO THE PERCEIVED NEED FOR THIS BOOK? NEW PARADIGMS CREATE THE NEED TO REVISE QUALITY ASSURANCE STANDARDS THE DECADE OF THE “STANDARDS” ACKNOWLEDGMENTS Footnotes
2 Trends and Shifts in Research Methods
SHIFTS RESEARCHERS AS INTERESTED LEARNERS: BACKGROUND FACTORS RESEARCHERS AS INTERESTED LEARNERS: FOREGROUND FACTORS RECOGNIZING THE SYSTEMS NATURE AND COMPLEXITY OF EDUCATION PROMOTING IMMEDIACY CHALLENGING THE CURRICULUM AS GIVEN CAVEATS
3 Research Agendas: Identifying Priority Problems and Developing Useful Theoretical Perspectives
WHAT FACTORS INFLUENCED OUR CHOICE OF THE RESEARCH PROCEDURES EMPHASIZED? WHY DO PROFESSIONAL ORGANIZATIONS AND FUNDING AGENCIES CHANGE THEIR RESEARCH PRIORITIES FREQUENTLY? IN WHAT WAYS DO CHANGES IN RESEARCH AGENDAS IMPACT CHOICES OF RESEARCH DESIGNS? NEW WAYS OF THINKING ABOUT COMMUNICATION BETWEEN RESEARCHERS AND PRACTITIONERS FOR PROGRESS TO BE MADE, KNOWLEDGE MUST ACCUMULATE SUMMARY Appendix I The National Science Foundation’s Program for Research on Teaching & Learning
GENERAL PROGRAM GOALS RELATIONSHIPS TO OTHER EHR PROGRAMS A MATRIX OF CURRENT FUNDING PRIORITIES THEORETICAL PERSPECTIVES AND RESEARCH METHODOLOGIES MORE ABOUT THE CELLS IN THE MATRIX OF FUNDING PRIORITIES
Preparation for Success in a Postindustrial Society Equal Access to Powerful Ideas Standards and Assessments to Document Progress Influences of Technologies on Teaching and Learning
FIVE QUESTIONS FOR PEER ASSESSMENTS OF RTL PROJECT PROPOSALS
4 The Impact of Standards-based Reform on Methods of Research in Schools
THE NEED FOR REFORM
The Legacy of Machine-Age Thinking Why Mathematics and Science Education “Failed” New Directions Implications of These Shifts for Schooling
RESEARCH QUESTIONS RESEARCH METHODS SUMMARY Footnotes
5 Improving Research and Systemic Reform Toward Equity and Quality
THREE PREMISES
Premise 1: A Need for Systemic Reform Premise 2: Equity and Quality as Complementary Goals Premise 3: A Situation of Urgency and Strategy
SPECIFIC TARGETS FOR RESEARCH ON SYSTEMIC REFORM
Target 1: Vignettes on Learning Core Ideas Target 2: Reforming the “Gatekeeper” Courses Target 3: Reform at Secondary and Postsecondary Levels Target 4: New Curricula and Implementation Strategies Target 5: School Restructuring Target 6: Assessment Pools Target 7: Effective Models for Teachers’ Professional Growth.
NEW TERRITORIES FOR RESEARCH ON SYSTEMIC REFORM
New Territory 1: Technology Education, Statistical Data Management, and Agriscience New Territory 2: Interdisciplinary Inquiry New Territory 3: Discourse Analysis and Networking New Territory 4: New Technologies New Territory 5: Methodologies
MAKING RESEARCH SYSTEMIC CONCLUSION Footnotes
II Reflecting on Instruments and Methods
6 Formulating Operational Definitions of Desired Outcomes of Instruction in Mathematics and Science Education
LIMITATIONS OF STANDARDIZED TESTS TO OPERATIONALLY DEFINE GOALS OF INSTRUCTION RELATIONSHIPS BETWEEN MEASUREMENT INSTRUMENTS AND OPERATIONAL DEFINITIONS OF UNDERLYING CONSTRUCTS ALTERNATIVE TYPES OF OPERATIONAL DEFINITIONS FOR SPECIFYING GOALS OF INSTRUCTION COMPLEX SYSTEMS HAVE DYNAMIC MULTIDIMENSIONAL PROFILES OF COMPETENCE MULTITIERED TEACHING EXPERIMENTS PROVIDE MULTIDIMENSIONAL INTERACTING TRACES OF DEVELOPMENT IN MULTITIERED TEACHING EXPERIMENTS, THE NATURE OF DEVELOPING ENTITIES EMERGES RETROSPECTIVELY WHAT ARE “WAYS OF THINKING” FOR PROGRAMS, SCHOOLS, OR SCHOOL SYSTEMS? COMPLEX SYSTEMS: TO KNOW THEM IS TO CHANGE THEM SUMMARY AND CONCLUSIONS APPENDIX A: Quality Assurance Guide APPENDIX B The Softball Problem
The ‘Crack’ of the Bat Rings Throughout Central Indiana Town and Across Fields During Summer Evenings Warm-up Questions
Key For Hitting Evaluation Coaches’ Comments
Footnotes
7 Progress in Research: The Interplay Among Theory, Research Questions, and Measurement Techniques
MATCHING THE METHODOLOGY TO THE RESEARCH QUESTIONS
Example 1: Just How “Novice” Are Novices and How “Expert” Are Experts?
Background Designing the Techniques How “the sum of the parts was greater than the whole” in refining the theory
Example 2: Probing Conceptual Understanding in Physics With a NewTechnique
Background Designing the Techniques General Comments on the Posing Techniques
CONCLUDING REMARKS ACKNOWLEDGMENTS Footnotes
8 The Corruption of a Research Design: A Case Study of a Curriculum Innovation Project
THE STORY OF THE SYSTEMS THINKING PROJECT
Objectives Project Inception A Rocky Beginning Project Expansion Lessons Learned Methodological Implications Longitudinal Design Multiple Methods Hierarchical Analyses System Dynamics
SUMMARY
III Teaching Experiments
9 Multitiered Teaching Experiments
A PRIMARY DILEMMA UNDERLYING TEACHING EXPERIMENT METHODOLOGIES DIFFICULTIES THAT LED TO THE DEVELOPMENT OF MULTITIERED TEACHING EXPERIMENTS THE NEED FOR SHARED RESEARCH DESIGNS
What Factors Are the Center of Attention? What Theoretical Windows Are Emphasized? What Practical Problems Are Treated as Priorities?
THE CONSISTENCY PRINCIPLE FOR RESEARCH DESIGNS AT ALL THREE LEVELS OF THREE-TIERED TEACHING EXPERIMENTS
Cognitive Characteristics of Investigators (Students, Teachers, and Researchers) General Mechanisms That Promote Construct Development
SIMILARITIES AND DIFFERENCES BETWEEN STUDENTS, TEACHERS, AND RESEARCHERS SIMILARITIES AND DIFFERENCES BETWEEN STUDENTS, TEACHERS, AND RESEARCHERS AN EXAMPLE: SPECIFIC WAYS TO STIMULATE AND FACILITATE CONSTRUCT DEVELOPMENT AT THE TEACHER LEVEL OF A THREE-TIERED TEACHING EXPERIMENT
Mutation Selection Propagation Preservation
AN EXAMPLE: SPECIFIC WAYS TO STIMULATE AND FACILITATE CONSTRUCT DEVELOPMENT AT THE RESEARCHER LEVEL OF A THREE-TIERED TEACHING EXPERIMENT SUMMARY, AND A COMPARISON OF MULTITIERED TEACHING STUDIES TO OTHER RESEARCH DESIGN OPTIONS
Teaching Experiments Offer Alternatives to Expert-Novice Designs Teaching Experiments Offer Alternatives to Pretest-Posttest Designs Teaching Experiments Offer Alternatives to Simple Sequences of Tests, Clinical Interviews, or Neutral Observations Multitiered Teaching Experiments Offer the Possibility of Shared Research Designs to Coordinate the Activities of Multiple Researchers at Multiple Sites
Footnotes
10 Transformative Teaching Experiments Through Conjecture-Driven Research Design
DEVELOPING THE CONJECTURE
Ideological Stance The Conjecture The Theoretical Framework An Example: The “Splitting” Conjecture and Related Theory
DEVELOPING THE TEACHING EXPERIMENT
Refining the Conjecture and Developing Research Questions Four Design Components of Instruction Putting It All Together: The Research Design Model
DATA COLLECTION AND ANALYSES
Data Collection Preliminary Data Analysis and Curricular Revision Final Data Analysis
PRODUCTS OF TRANSFORMATIVE AND CONJECTURE-DRIVEN TEACHING EXPERIMENTS EVALUATING THE QUALITY OF A TRANSFORMATIVE AND CONJECTURE-DRIVEN TEACHING EXPERIMENT
Ensuring the Quality of the Internal Processes Assessing the Potential Impact
CONCLUSION Footnotes
11 Teaching Experiment Methodology: Underlying Principles and Essential Elements
HISTORICAL PERSPECTIVES
Reasons for the Emergence of Teaching Experiments Reasons for the Acceptance of Teaching Experiments
THE ELEMENTS OF TEACHING EXPERIMENT METHODOLOGY
Exploratory Teaching Meanings of Experiment in a Teaching Experiment Meanings of Teaching in a Teaching Experiment
PROTOCOL I PROTOCOL II PROTOCOL III
Learning and Development in a Teaching Experiment Learning as Accommodation Retrospective Analysis and Model Building
ARE TEACHING EXPERIMENTS SCIENTIFIC? FINAL COMMENTS
On Replication On Generalizability On Self-Reflexivity
ACKNOWLEDGMENTS Footnotes
12 Conducting Teaching Experiments in Collaboration With Teachers
THEORETICAL ORIENTATION
Problems and Issues
TEACHING EXPERIMENTS IN THE CONTEXT OF DEVELOPMENTAL RESEARCH
Instructional Design and Planning Experimenting in the Classroom Retrospective Analysis
GENERALIZABILITY, TRUSTWORTHINESS, AND COMMENSURABILITY
Theoretical Analyses Instructional Innovations
COLLABORATING WITH TEACHERS CONCLUSION ACKNOWLEDGMENTS Footnotes
13 Research on the Development of Mathematics Teachers: The Teacher Development Experiment
THE PSYCHOLOGICAL AND SOCIAL THEORETICAL UNDERPINNINGS OF THE TDE SITTING ON THE SHOULDERS OF GIANTS
Contributions of the Constructivist Teaching Experiment Contributions of the Whole-Class Teaching Experiment
THE TEACHER DEVELOPMENT EXPERIMENT METHODOLOGY
Overview Developmental Stance Analyzing Teaching Experiment Data: An Example Case Studies of Individual Teachers Interpretive Framework Coordinating the Analyses of the Teaching Experiments and the Case Studies of Individual Teachers Additional Issues of Data Collection and Analysis Limitations of the TDE
CONCLUSIONS Footnotes
IV Classroom-Based Research
14 Working on the Inside: Using One’s Own Practice as a Site for Studying Teaching and Learning
LOOKING AT FIRST-PERSON RESEARCH FROM A FIRST-PERSON PERSPECTIVE: A NARRATIVE RESEARCH ON AND INTO PRACTICE FROM THE PERSPECTIVE OF THE RESEARCHER-TEACHER
Lampert (1986): Inquiry Into Elementary Mathematics Teaching Heaton (1994): Inquiry into Changing One’s Practice Simon (1995): Inquiry into Mathematics Teacher Education What Is Distinctive About First-Person Research?
SPECIAL VALUES AND PITFALLS OF THE FIRST-PERSON PERSPECTIVE
Research Questions: Connecting Problem and Perspective Scholarly Stance: Composing Distance and Insight Claims: Navigating the General and Particular
FIRST-PERSON RESEARCH: FACING THE RESPONSIBILITY FOR DEVELOPING A GENRE ACKNOWLEDGMENTS Footnotes
15 Paradigms for Teacher-Centered, Classroom-Based Research
THE ROLES OF TEACHERS AND RESEARCHERS KNOWLEDGE ABOUT TEACHING AND LEARNING GUIDING PRINCIPLES METHODOLOGICAL VARIATIONS WITHIN ACTION RESEARCH
Variation 1 Variation 2 Variation 3
TEACHERS AS COLLABORATIVE RESEARCHERS FOR CHANGES IN CLASSROOM ENVIRONMENTS COLLECTIVE ACTION RESEARCH FOR CHANGE IN TEACHERS’ PRACTICES COMMUNITY ACTION RESEARCH FOR CHANGES IN SCHOOL ENVIRONMENTS CONCLUSIONS ACKNOWLEDGMENTS
16 Action Research as a Research Methodology for the Study of the Teaching and Learning of Science
WHAT IS ACTION RESEARCH?
Conceptions of Action Research A Definition of Action Research Doing and Facilitating Action Research The Products of Action Research
DOING ACTION RESEARCH: AN EXAMPLE OF ACTION RESEARCH IN ONE TEACHER’S CLASSROOM
Why Classroom Research? My Classroom-Based Action Research Summary: Lessons From Doing Action Research
FACILITATING ACTION RESEARCH
Setting the Agenda Structural Concerns Constraints of Schooling The Teaching of Action Research Summary: Lessons From Facilitating Action Research
CONCLUSION ACKNOWLEDGMENTS
17 Integrating a Naturalistic Paradigm Into Research on Mathematics and Science Cognition and Learning
PRINCIPLES OF NATURALISTIC RESEARCH STUDIES
Principle 1: It Is Essential to Consider Multiple Points of View of Events Principle 2: It Is Useful to Connect Theory Verification and Theory Generation Principle 3: It Is Important to Study Cognitive Activity in Context
A DESIGN FOR INTEGRATING A NATURALISTIC PARADIGM INTO THE STUDY OF COGNITION TWO STUDIES
Making Sense of Linear Functions Hawaiian Children’s Understanding of Money
ETHNOGRAPHY AND ETHNOGRAPHIC METHODS STANDARDS OF QUALITY FOR NATURALISTIC RESEARCH STUDIES
Truth Value Applicability Consistency Neutrality
LEARNING TO USE A NATURALISTIC PARADIGM ACKNOWLEDGMENTS Footnotes
18 Interpretive Research in Science Education
QUALITY CRITERIA FOR INTERPRETIVE RESEARCH
Getting Started Data Sources Creating Viable Assertions Credibility Preparation of Research Texts The Moral Practice of Research
AUTHENTICITY CRITERIA FOR INTERPRETIVE RESEARCH AN INTERPRETIVE STUDY OF THE TEACHING AND LEARNING OF CHEMISTRY
Transferability Social Perspectives The Setting and Structure What Did We Learn?
CONCLUSIONS
V Clinical Methods
19 A Scientific Perspective on Structured, Task-Based Interviews in Mathematics Education Research
TASK-BASED INTERVIEWS SCIENTIFIC CONSIDERATIONS
Control and Design, Observation and Inference Reproducibility, Comparability, Reliability, and Generalizability Mathematical Content and Structures Cognitive Theory and Models Social, Cultural, and Psychological Contexts Interplay Among Variables
DISMISSIVE CLAIMS BASED ON EPISTEMOLOGICAL BELIEF SYSTEMS
PRINCIPLES AND TECHNIQUES FOR DESIGNING QUALITY INTERVIEWS
CONCLUSION
20 Analysis of Clinical Interviews: Foundations and Model Viability
FOUNDATIONS: FINDINGS FROM RECENT HISTORY OF SCIENCE STUDIES ON PROCESSES FOR CONSTRUCTING MODELS IN SCIENCE
Four Levels of Knowledge in Science The Need for Generative Case Studies An Example Illustrating the Role of Generative Case Studies The Construction of Explanatory Models in Science: Abduction Versus Induction Maintaining the Distinction Between Observation and Theory Using the Interpretive Analysis of Generative Clinical Interviews to Construct Models
AN INITIAL DICHOTOMY OF CLINICAL INTERVIEW METHODS: GENERATIVE PURPOSES LEAD TO INTERPRETIVE ANALYSES WHEREAS CONVERGENT PURPOSES LEAD TO CODED ANALYSES
Purposes of Clinical Interview Studies Interpretive Versus Coded Analysis
THE VIABILITY OF THEORETICAL MODELS IN THE ANALYSIS OF CLINICAL INTERVIEWS
Viability Versus Validity Determinants of Viability A Constructivist Approach to Investigation The Survival of the Most Viable Model
RECOMMENDATIONS FOR FOSTERING MODEL VIABILITY
Recommendations for Increasing Model Viability in Reports on Interpretive Analyses of Generative Studies General Recommendations for Fostering Empirical Support as a Component of Viability in Both Generative and Some Convergent Studies The Quality of Subjects’ Reports
BEYOND THE GENERATIVE VERSUS CONVERGENT DICHOTOMY: A SPECTRUM OF CLINICAL INTERVIEW METHODS
Constructing New Observation Categories A Spectrum of Clinical Methods and Their Relation to Levels of Development in Observation Concepts Additional Guidelines for Fostering Model Viability in Each of the Four Types of Studies
RELIABILITY OF OBSERVATIONS: PROGRESSIVE LEVELS OF DEVELOPMENT
Reliability Concerns Observations, not Theories Varying Needs for Reliability Recommendations for Fostering Reliability
TWO TYPES OF GENERALIZABILITY
Theoretical Versus Observational Generalizability Objectivity
WHY BOTH GENERATIVE AND CONVERGENT STUDIES ALONG ALL PARTS OF THE SPECTRUM ARE IMPORTANT
Why Generative Studies Do Not Focus on Formal Measures of Reliability Higher Lettered Approaches Allow Enumerative Observations Study Sequences Maintaining a Balance Between Theoretical and Empirical Work Comparative Advantages of Generative Versus Convergent Methods
CONCLUSION ACKNOWLEDGMENTS
21 Principles for Developing Thought-Revealing Activities for Students and Teachers
PURPOSES AND GENERAL CHARACTERISTICS OF MODELELICITING ACTIVITIES WHO FORMULATED OUR CURRENT CONCEPTION OF MODEL-ELICITING ACTIVITIES? EXAMPLES OF MODEL-ELICITING ACTIVITIES CHARACTERISTICS OF STUDENTS' EARLY INTERPRETATIONS
Characteristics of Intermediate Interpretations. Characteristics of Final Interpretations
FOUR DISCLAIMERS
Disclaimer 1 Disclaimer 2 Disclaimer 3 Disclaimer 4
WHAT CREATED NEED FOR MODEL-ELICITING ACTIVITIES IN OUR OWN PAST RESEARCH PROJECTS?
Observation 1 Observation 2 Observation 3
PRINCIPLES FOR DESIGNING PRODUCTIVE MODEL-ELICITING ACTIVITIES
The Model Construction Principle The Reality Principle The Self-Assessment Principle The Construct Documentation Principle The Construct Shareability and Reusability Principle The Effective Prototype Principle
SOME COMMON MISCONCEPTIONS ABOUT MODEL-ELICITING ACTIVITIES
Why “Fun” isn’t a Primary Characteristic of Model-Eliciting Activities? Why is “Difficult” an Inaccurate Characteristic of Model-Eliciting Activities?
SUMMARY: THREE COMMON QUESTIONS ABOUT MODELELICITING ACTIVITIES
What Role(s) Should Teachers Play When Students Are Working on ProjectSize, Model-Eliciting Activities? How Can Teachers Spend So Much Time on Project-Size Activities? How Can Average-Ability Students Be Expected to Invent Significant Mathematical Ideas?
APPENDIX A
The Sears Catalogue Problem
APPENDIX B
Using the Reality Principle to Improve Performance Assessment Activities
AN ATTEMPT TO IMPROVE “THE SOFTBALL PROBLEM'
A Teacher’s Analysis A Third Iteration of “The Softball Problem”
AN ATTEMPT TO IMPROVE “THE MILLION DOLLAR PROBLEM”
One Teacher’s Critique of “Exploring the Size of a Million Dollars”
Footnotes
22 Videorecording as Theory
DATA ARE TECHNOLOGY (AS WELL AS THEORY) LADEN
Technology and Research Practices Thinking With and Without Moving Solving Problems With/Without Whole People Teaching With and Without Acting or Listening Telling With and Without Asking or Interacting Explaining With and Without Seeing Summary and a Note About Production Values
A TERRAIN FOR (THINKING ABOUT) USING VIDEOTAPE
Trouble/Heterogeneity at Home Trouble/Heterogeneity in the Research Community Trouble/Heterogeneity Online
DISCUSSION ACKNOWLEDGMENTS Footnotes
23 Iterative Refinement Cycles for Videotape Analyses of Conceptual Change
THE ROLE OF VIDEOTAPES DEPENDS ON OTHER APPROACHES USED WITH THEM SOME ISSUES TO CONSIDER TO IMPROVE THE QUALITY OF VIDEOTAPE ANALYSES PROCEDURES FOR TESTING, REFINING, AND EXTENDING INTERPRETATIONS OF VIDEOTAPES SUMMARY APPENDIX
The Summer Jobs Problem
Footnotes
24 Choosing and Using Video Equipment for Data Collection
CHOOSING VIDEO EQUIPMENT
Tape Format Camcorders Microphones Mixers Accessories Playback VCRs Monitors Software Support for Video Analysis
USING VIDEO EQUIPMENT
Audio First! Camera Placement Videography Trade-Offs Minimizing Camera Effects About Multiple Cameras Tape Management
UNDERSTANDING BIASES IN RESEARCH VIDEOS
Misconception: Video Captures What an Observer Would See Misconception: Video Has No Point of View Misconception: Video Captures Context Misconception: A Research Video Is Like a Research Paper
METHODOLOGICAL CHALLENGES OF VIDEO DATA
Designing the Logic of a Research Project Ethics and Informed Consent Data Collection Data Analysis Presentation
CONCLUSION ACKNOWLEDGMENTS APPENDIX
Checklists
VI Curriculum Design As Research
25 Mathematics Curriculum Development as a Scientific Endeavor
A FLAWED PROCESS AN EXAMPLE: GENERAL GOALS, NEBULOUS OUTCOMES
The Lesson Plan Observation of the Final Class Discussion A Rudderless Ship
CURRICULUM DEVELOPMENT AS SCIENTIFIC ACTIVITY ELEMENTS OF A SCIENTIFIC APPROACH TO CURRICULUM DEVELOPMENT
Describe the Problem That the Curriculum Development Effort Seeks to Solve Provide a Theoretical Explanation of How the Curriculum Development Effort Should Solve the Problem Describe the Testing and Data Collection Procedures Document the Development of Instructional Activities and the Collection of Data Analyze the Data and Records of Development
THE INTERPLAY BETWEEN CURRICULUM DEVELOPMENT AND RESEARCH
Connecting Curriculum Development to Research Findings Connecting Curriculum Development to Research Perspectives Connecting Curriculum Development to Research Methodologies Benefits
POSSIBLE CRITICISMS OF SCIENTIFIC CURRICULUM DEVELOPMENT CONCLUSION ACKNOWLEDGMENT Footnotes
26 Designing Effective Software
A MODEL FOR INTEGRATED RESEARCH AND CURRICULA AND SOFTWARE DEVELOPMENT
Phase 1: Draft the Initial Goals Phase 2: Build an Explicit Model of Students’ Knowledge and Learning in the Goal Domain Phase 3: Create an Initial Design for Software and Activities Phase 4: Investigate the Components Phase 5: Assess Prototypes and Curriculum Phase 6: Conduct Pilot Tests in a Classroom Phase 7: Conduct Field Tests in Multiple Classrooms Phase 8: Recurse Phase 9: Publish
CONCLUSIONS Footnotes
27 Technology Design as Educational Research: Interweaving Imagination, Inquiry, and Impact
CHARACTERISTICS OF SUCCESSFUL PROJECTS
Integrated Attention to Learning, Curriculum, and Technology Technology Design as Iterative and Transformative
THE DILEMMA OF IMPACT OPEN PROJECT ARCHITECTURE PRINCIPLED DESIGN EXPERIMENT CONSORTIA REUSABLE SOFTWARE KITS CONCLUSION ACKNOWLEDGMENTS
28 The Role of Historical Studies in Mathematics and Science Educational Research
HISTORICAL BACKGROUND AS AN ADDENDUM TO TRADITIONAL CURRICULA NEW CURRICULA INSPIRED BY ORIGINAL HISTORICAL SOURCE MATERIAL SOCIAL HISTORY OF CURRICULA AND IMPLIED VALUES CONCLUSIONS ACKNOWLEDGMENTS
VII Toward Assessment Design
29 Subgroup Differences on the GRE Quantitative Test Based on the Underlying Cognitive Processes and Knowledge
A BRIEF SUMMARY OF THE RULE-SPACE MODEL OBTAINING ATTRIBUTE PROBABILITIES USING THE RULE-SPACE MODEL
The Data Set Phase 1: Obtaining an Incidence Matrix for Use in Rule-Space Analysis
Identifying the Attributes Developing the Incidence Matrix Validating the Incidence Matrix
Phase 2: Rule-Space Analysis
Determining Ideal Item-Response Patterns, Latent Knowledge States, Latent Classes Classification Validity of the 14 Attributes: Variance of the IRT Ability Measure Accounted for by the 14 Attributes
ANALYSIS OF THE RULE-SPACE CLASSIFICATION RESULTS
Cluster Analysis Discriminant Analysis for the Majors Discriminant Analysis for Racial-Ethnic Groups Discriminant Analysis for the Gender Differences
CONCLUSIONS DISCUSSION ACKNOWLEDGMENTS APPENDIX A
Major Fields of Study
Humanities and Art Natural Sciences Physical Sciences: Nonengineering Physical Sciences: Engineering Social Sciences and Business Social Work and Education
APPENDIX B
Attributes Required by Examinees to Answer Correctly Items on the GRE Quantitative Test
Content Variables Context Variables
Footnotes
30 Cautions and Considerations: Thoughts on the Implementation and Evaluation of Innovation in Science Education
TECHNOLOGY-BASED PROGRAMS IN SCIENCE CURRICULA EVALUATING TECHNOLOGY-BASED PROGRAMS
Difficulties in Implementing Innovation Evaluation Protocols
CONCLUSION
31 Assessing Learning as Emergent Phenomena: Moving Constructivist Statistics Beyond the Bell Curve
TAKING THE MEASURE OF MEASURING
Reconsidering the Beginnings and Ends of Assessment What’s in a Number? How Does Standard Numerical Assessment Depict Learning?
CRITIQUE OF STANDARD GROUP ASSESSMENT METHODOLOGY: REJECTING THE EFFICACY OF METHODS WITHOUT MODELS
Heuristic Realism and the Gaussian Distribution An Early Example of a Constructivist Statistic
TOWARD A NONUNIVERSAL CONSTRUCTIVE! STATISTIC
Outlines of an Emergent Framework Limitations of the Nonstandard Methodology
THE COEVOLUTION OF TECHNOLOGY, METHOD, AND EPISTEMOLOGY Footnotes
32 When Using the Mean Is Meaningless: Examples From Probability Theory and Cardiology
ASSUMPTIONS ON WHICH THE MEAN IS BASED THE MEAN IS NOT DEFINED FOR FRACTALS HISTORICAL BACKGROUND AN EXAMPLE WHERE THE MEAN EXISTS: A GAUSSIAN COIN GAME AN EXAMPLE WHERE THE MEAN IS NOT DEFINED: THE ST. PETERSBUG PARADOX, A FRACTAL COIN GAME AN EXAMPLE FROM HEART DATA SUMMARY ACKNOWLEDGMENT
References Author Index Subject Index
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