AERA Session Information
Sessions Sponsored by SIG/RME, Division C.3, &
Division K.1
Note: Due to space limitations, only the name of the first person is listed
for the majority of the presentations noted below. Please see the final program on AERA’s website (www.aera.net) for complete listings of presentations.
Symposium:
Lesson Events as the Basis for International Comparisons of Classroom Practice
Organizer(s) & Chair: David J. Clarke (
Discussant: Jeremy Kilpatrick
(
Participant(s):
·
Summing Up (Matome),
·
Setting the Task, Christine Keitel (Free University of
·
Beginning the Lesson: The First 10 Minutes,
·
Learning Tasks, Ida Ah Chee Mok
(
·
Guided Development, Joanne Lobato (
·
Walking Between Desks (Kikan-Shido), David
J. Clarke (
Symposium: Examining Teaching and Learning in Mathematics
and Science from a Models and Modeling Perspective
Chair: Richard Lesh (
Discussant: Jere Confrey (
Participants:
·
Some Foundations of Models
and Modeling Perspectives for Teaching and Learning, Richard Lesh (
·
Mathematical Modeling in the
Elementary School, Lyn D. English (
·
Students’ Models as a Means
of Support in Teacher Development, Kay J. McClain (
·
Some Foundations of Models
and Modeling Perspectives for Teaching and Learning, Helen M. Doerr (
·
Mathematical Modeling in the
Elementary School, James J. Watters (
·
The Role of Interest, Identity,
and Social Functioning as Central to Learning, James A. Middleton (
·
Modeled-Based Reasoning in
Mathematics and Science, Richard Lehrer (
·
Mathematical Modeling in the
Elementary School, Sue Mahoney (
Paper
Discussion Session: Mathematics and Discourse
·
Mediating Mathematical Meaning Through Discourse, Mary Truxaw (
·
“We” and “They,” “Should” and “Shouldn’t”: The Construction of Moral
Discourse and Appropriation of Primary Identity in Mathematics Classroom,
Jae Hoon Lim (The
·
Group-Level Development of Powerful Discourses in Mathematics: Networked
Classroom Technologies as Mediating Artifacts, Nancy Ares (
·
What do Mathematics Teachers Ask Students to Do in Lessons: TIMSS
Data Analysis, Shu-ling Lai (
·
Mortgage Loans—Is Racism a Factor?: Teaching Mathematics for Racial
Justice, Eric Gutstein
(
·
(Accepted, but will not be
presented) Representations of Mathematics
in the Cultural Field: a Discursive Approach, Jeffrey Evans (Mathematics
& Statistics Group,
Symposium: Developing a Knowledge Base for Teaching: Learning
Content and Pedagogy in a Course on Patterns and Functions
Chair: Margaret Smith (
Discussant: James Greeno (
Participants:
·
Thinking Through a Lesson: Lesson
Planning as a Vehicle for Teacher Learning, Elizabeth Hughes, Margaret Smith (
·
Accessing Proportionality in the Service of Developing the Concept
of Function, Amy Hillen (
·
Comparing Knowledge Bases
and Reasoning Structures in Discussions of Mathematics and Pedagogy, Michael Steele (
·
Capitalizing on Previous Discussions
to Deepen Teachers’ Engagement with Mathematics and Pedagogy, Randi Engle (LRDC,
·
Cases as a Vehicle for Enhancing Teacher Learning of Mathematics
Content and Pedagogy, Margaret SmithUniversity of
·
Functional Representations of Functions for Conceptual Flexibility,
Gaea Leinhardt
(
Symposium:
Small Group Mathematical Modeling in Engineering: A Case of Collaboration
Organizer(s) & Chair: Judith
S. Zawojewski (Illinois Institute Of Technology)
Participant(s):
·
Principles for Studying Transformation
of a Freshman Engineering Class, Heidi Diefes-Dux (
·
Collecting Evaluation Data
to Support the Transformation, Brenda M. Capobianco (
Paper
Session: Issues in the Preparation
of Mathematics and Science Teachers
Session Chair: Jeffrey E.
Barrett (
Session Discussant: Juliet
A. Baxter (
·
Learning About Science, Technology, Society and Environment (STSE)
Perspectives Through Case Methods in Teacher Education, Erminia
G. Pedretti (
·
Doing, Observing, and Reflecting:
Teaching Future Teachers About Collaboration on Science Tasks, Alexander W. Chizhik (
·
Developing the Foundations for Teaching Elementary Mathematics:
Challenges for Educating Prospective Teachers, Jean M. Mitchell (
·
Mathematics Stories: Preservice Teachers’ Images and Experiences as Mathematics
Learners, Lisa Kirtman
(
·
Challenges of Teaching Prospective Teachers How to Use Instructional
Representations Effectively in Teaching Mathematics, Rhonda B. Cohen (
Paper Session: Mathematical
Reasoning in Secondary School and Beyond
Session
Chair: David Kirshner
(
Session
Discussant: Judith M. Kysh (
·
Mathematical Modeling in Everyday Engineering
Work and Its Implications for K-12 Math Education, Julie Gainsburg (
·
Proving and Proof in High School Geometry: What is “it” That is Going On for Students and
How Do They Make Sense of It?, Patricio G. Herbst (
·
Students’ Conceptual Understanding of the Standard
Deviation, Robert
C. DelMas (
·
The Reflexive Elaboration of Understanding: An Ethnography of Graphing in a Fish Hatchery, Wolff-Michael
Roth (
·
Images and the Growth of Mathematical Understanding
in Workplace Training, Lyndon
Martin (
Symposium: On the Effectiveness of Mathematics Curriculum:
Examining the Quality of the Evaluations:
NAS
Chair: Martin Orland (The
·
Analysis of the Comparative Evaluation Studies,
Jere Confrey (
·
Overview of the Effectiveness of Mathematics Curriculum:
Examining the Quality of the Evaluations Project, Carole
B. Lacampagne (The National Academies);
·
Analysis of the Comparative Evaluation Studies,
Douglas A. Grouws (
·
Discussion of the Synthesis, Background, and Informative
Studies, Carolyn
Mahoney (
·
Analysis of the Comparative Evaluation Studies,
William H. Schmidt (
·
Analysis of the Case Studies, Patrick W. Thompson (
Symposium: Perspectives on Statistical Literacy
Chair:
Discussant: George B. Greer (
·
Cultivating Students’ Mathematical Interests:
The Case of Statistical Data Analysis, Paul A.
Cobb (
·
Modeling and Tool Use as Catalysts for Developing
Statistical Literacy,
·
Linking “Statistical Numbers” with “Statistical
Contexts” in Statistical Education, Jose Luis Cortina (
·
The Meaning of Statistical Variation in the Context
of Work, Celia M.
Hoyles (
Paper Discussion
Session: The Role of Representation
in Mathematics Learning and Teaching: The
Case of Fractions
·
Area Models and Number Lines in the Construction
of Equivalent Fractions, Jennifer Garcia de Osuna (
·
Children’s Multiplicative Partitions of Area in
Equal Folding Tasks, Susan B.
Empson (
·
Students’ Responses to Number Lines: A Window into the Relationship Between learning
Representation Conventions and Learning Fraction and Rational Numbers, Yujing Ni (Chinese University of Hong Kong)
·
Teaching and Learning to Add Fractions on Number
Lines in One Sixth-Grade Classroom, Andrew G. Izsák (
·
Teachers’ Frameworks for Assessing Student Understanding
of Area Model and Number Line Representations of Fractions, Maryl Gearhart (
·
US and Japanese Differences in Rational Number
Understanding: A Conceptual Comparison
of Multiple and Single Perspective Instructional Approaches, Bryan J. Moseley (
·
Fostering an Understanding of Ratio and Proportion
in the Rational Number System Using Linear Measurement and Percent, Joan Moss (
Paper
Session: Learning in Communities of
Practice: A Journey of the Self – SIG/RME Invited Address
Session Chairs: Rogers Hall
(
Session Discussant:
·
Learning in Communities of
Practice: A Journey of the Self, Etienne Wenger (CPSquare)
Paper Session: Mathematics
Teacher Thinking and Learning
Session
Chair: Jeffrey Shih (
Session
Discussant: Patricio G. Herbst (
·
Epistemological and Subject Matter Beliefs of
Middle School, Mara Alagic (
·
Coordinating Problem-Solving Strategies and Multiplication
Knowledge in One Sixth-Grade Classroom, Andrew G. Izsák (
·
A Close Look at the Middle School Mathematics
Teachers’ Implementation of Graphing Calculators, Beth Herbel-Eisenmann (
·
How Middle School Mathematics Teachers in
·
Are Reform-Oriented Teaching Practices Associated
with Improved Mathematics and Science Scores? Vi-Nhuan Le (
Paper
Session: Investigating the Learning
of Pre-service Mathematics and Science Teachers
·
Pre-service Teachers’ Inquiry into Children’s Thinking, Constance Haack (
·
Math and Science Preparation of Preservice
Elementary Teachers: A Collaboration
of Teachers and University Faculty, Juliet
A. Baxter (
·
Departmental Mentoring: A
Community of mathematics Teachers Supporting a Pre-serivce
Teachers’ Learning, Rebekah Elliott (
Symposium: Advancing the Theory
and Design of Curriculum Materials that Support Practice
Organizer & Chair: Matthew
W. Brown (
Discussant: Edward
A. Silver (
·
Curriculum
Materials as Tools , Janine Remillard
(
·
Toward
a Theory of Curriculum Design and Use, Matthew W. Brown
(
·
Curriculum
Materials as Tools , Elizabeth A. Davis (
·
Examining
the “Voice” of a Mathematics Textbook: How
Does the Textbook Speak to and Frame the Teacher and Students? Beth A. Herbel-Eisenmann
(
Paper Session: Community as a Context for Mathematics and Science
Teacher Learning
Session Chair: Terry L. Wood (
Session Discussant: Doris Ash (
·
So That’s What it Means to
Teach Quality Mathematics to Urban, Latina/o Students!: A “Community of Practice” Model for Developing
Pre-Service Teachers, Rochelle Gutierrez (
·
Understanding Beginning Teachers’
Needs: The Effects of RENEW, A Retention
and Renewal Mathematics Project, Stella Erbes
(
·
Small Learning Communities
That Support Teachers in Learning to Teach Science as Inquiry, Barbara Ann Crawford (
·
Conversations Reflecting Reform:
Online Discussion as a Context for Teachers’ Professional Development
in Elementary Mathematics, Lisa Wilson Carboni (
·
Developing and Supporting
Elementary Mathematics Teacher’s Reform Beliefs, Lynda E. Colgan (MSTE Group)
Symposium: Mathematics Instruction in Urban Elementary
Schools: Evidence on Patterns of Practice
Discussants:
Susanna Loeb (
·
Introduction
to the Study of Instructional Improvement Mathematics Log, Jenny
DeMonte (
·
Appraising
the Validity of Log Data, Deborah Ball & Keisha M. Ferguson (
·
Instructional
Time in Mathematics and Students’ Opportunities to Learn, Deborah
Ball & Douglas Corey (
·
Using
Instructional Logs to
·
Influences
on Instruction Focused on Complex Mathematical Learning Outcomes, Douglas
Corey (
·
Using
Instructional Logs and Measures of Teacher Content Knowledge to predict Student
Performance, Heather C. Hill (
Symposium: Finding Balance: Re-visiting the Relations Between
Conceptual and Procedural Knowledge
Chairs: Bethany Rittle-Johnson
(
Discussant: Karen C. Fuson (Northwestern
University)
·
The Relation Between Conceptual and Procedural Knowledge: Past, Present, and Future, Arthur J. Baroody (
·
The Development of Flexible Procedural Knowledge in Equation Solving, Jon R. Star (
·
Using Real-World Contexts to Strengthen Links from Procedural Knowledge
to Improved Conceptual Knowledge,
Bethany Rittle-Johnson (
·
Conceptual and Procedural Relationships in Mathematics Teaching Re-examined
from an International Perspective, James Hiebert (
·
Benefits of Prior Procedural Knowledge for Learning from Conceptually-Oriented
Instruction on Functions, Mindy Kalchman (
Paper
Session: Representation and Assigning
Meaning in Mathematics Learning
·
Comprehending and Solving Word Problems in Mathematics, Paredes-Dávila Hilda (Universidad Nacional Autónoma
de México)
·
Representational Fluency Among Middle School Students Solving Pattern
Generalization Problems, Haggai
Kupermintz (
·
Tools for Supporting the Orchestration of Mathematical conversations:
A Case from Proportional Reasoning, Jose Luis Cortina (
·
What Counts as Statistical Understanding: An Ethnographic Study in an AP Statistics Class, Yan Liu (
·
When Computers Become Constructivist Learners: Helping Students Understand the Communicative
Function of Symbols, Kristen C. Pilner (
·
Students’ and Teachers’ Conceptions About What Constitutes a Good
Assessment Problem in Mathematics, Ana
Remesal (
Annual Business Meeting of SIG/RME
Chairs: Daniel I. Chazan (
Symposium: Making Lesson Structure Visible: Alternative Analysis Techniques Applied to a
Large International Mathematics Data Set
Discussant: Kevin F. Miller (
·
Lesson
Signatures: A Methodology for Examining
the Interplay of Variables Across Time, Karen
B. Givvin (LessonLab)
·
Out
of Order: Extracting patterns from
Sequences of Lesson Codes, Sujai
Kumar (
·
Let
HOMALS Show You the Story, Xiaobin
Zhou (
·
Charting
the Course: Navigating Lesson Data
Through Visual Representations, Christopher A. Correa
(
Symposium: Research
Issues in the Improvement of Mathematics Teaching and Learning Through Professional Development
Organizer(s) & Chair: Jo
Ellen Roseman (American Association for The Advancement of Science)
Discussant: Mary C. Shafer
(Northern
Participant(s): Linda D. Wilson,
George E. Deboer (American Association for The Advancement
of Science); Kathleen M. Morris (AAAS Project 2061); Gerald Kulm, Victor L. Willson, Mary Margaret
Capraro, Robert M Capraro
(Texas A&M University); Jon Manon (University
of Delaware)
Symposium: Video-based Analysis
of Practice for Teacher Learning in Mathematics
Chairs: Rossella Santagata (LessonLab & UCLA);
Nicole Kersting
Discussant: Ronald Gallimore (
·
What Can Pre-Service Teachers Learn from the Analysis
of Videotaped Lessons? Claudia
Zannoni (Universita’ di
·
Using Analysis of Video Clips of Lessons to Assess
Mathematics Teachers Analysis of Practice Ability, Nicole Kersting (UCLA)
·
To Watch, Perchance to Learn: Pitfalls in Learning
From Classroom Video and Some Solutions, Kevin Miller, Linda Sims, Michelle Perry, Xiaobin Zhou (
·
An Experimental Model for Analyzing and Improving
Classroom Lessons,
Anne Morris (
Interactive
Symposium: Examining the Rigor and Applicability of Design Experiments
Organizer(s) & Chair: James A Middleton -
Discussant: Denis C. Phillips
(
Participant(s): James A Middleton, Don Evans, Dale R. Baker, Wilhelmina
C. Savenye, Robert Atkinson, Chell Roberts, Stephen Krause, Sharon E. Kurpius, Cumali Oksuz (Arizona State University); Anthony E. Kelly, Brenda Bannan-Ritland
(George Mason University); Richard Lesh (Purdue
University), Susanne P. Lajoie (McGill University);
Teruni de Silva Lamberg (Vanderbilt University); Daniel T. Hickey (University
Of Georgia); David Williamson Shaffer (University Of Wisconsin – Madison);
Finbarr C. Sloane, James S. Dietz (National Science
Foundation); Stephen A. Gorard, Christopher
M. Taylor (Cardiff University); Thomas Brush (Indiana University); Terri
B. Kurz (Mississippi State University); Steven M.
McGee (Center for Educational Technologies)
Paper
Session: Examining Mathematics and
Science Teacher Cognition
·
Quality Science, Mathematics, and Technology Teaching: The Emerging Landscape of the NSF Teacher Professional
Continum Program, Patricia
K. Freitag (Education Policy Institute)
·
Professional Development of Secondary Mathematics Teachers: What Do We Know and Where Do We Go?, Francine Cabral Roy (
·
Teachers’ Content Knowledge and Associated Confidence During Professional
Development in an Authentic Research Environment,Eva Erdosne Toth
(Allegheny – Singer Research Institute)
·
Framing Urban High School Teachers’ Professional Development: Modeling a Disposition to Inquiry, Catherine E. Milne (
·
Seeing Equity in Video: Identifying
Equity Issues That Teachers Recognize in Video Clips from Mathematics Classrooms,
Andrew M. Brantlinger (Northwestern University)
·
“Views of Inclusion, Culture, and Equity” (VOICE): An Instrument to Measure Teachers’ Views of
Equity, Barbara A. Austin
·
Believing All Children Can Learn:
What Does It Mean for Mathematics and Is It Enough? Francine Cabral Roy (
·
A Framework for Studying the Mathematical Knowledge for Teaching:
Knowledge of Reasoning and Proof, Andreas J. Stylianides (
·
Teacher Reflection and Reflective Abstraction: Viewing Mathematics Teachers’ Change from Two
Perspectives, Patrick W. Thompson
·
Learning to Teach Algebra with Algebra Tiles: Analogical Thinking Spawns Deeper Mathematical
Insight Say Teachers, Barbara
M. Kinach (
·
Negotiating the Literacy Demands of Reform-Based Mathematics Curricula, Kelly Chandler-Olcott (
·
Teacher-Student Interactions in Teacher-Led Groups in Elementary
Mathematics Classrooms, Joanna Higgins
(
Symposium:
Improved Instruction or Increased Inequities? Multiple Interpretations of
Trends in NAEP Mathematics Data
Organizer(s) & Chair: Sarah
T. Lubienski (
Discussant: Steven Gorman
(
Participant(s): Sarah T. Lubienski (
Symposium: Using Sociological Theories to Deconstruct a
Case of Equitable Mathematics Teaching
Chair: Kakin M. Brodie (
Discussant: Michael W. Apple (
Participants: Jo Boaler (
Symposium: Attentional Processes,
Salience, and “Transfer” of Learning: Perspectives from Neuroscience, Cognitive Science,
and Mathematics Education
Chair: Joanne Lobato (
Discussant: Ference Marton (Univeristy of Gothenburg)
·
Using the Construct of “Focusing Phenomena” to Explore Links Between
Attnetional Processes and “Transfer” in Mathematics
Classrooms, Amy Ellis (
·
An Examination of the Relationships Between Attentional
processes and Transfer from Brain Research,
Bruce McCandliss (Sackler Institute for Developmental Psychology)
·
Noticing and Production in Preparation for Future Learning, Daniel L. Schwartz (
·
Relationships Between Spontaneous Focusing on Numerosity
and Early Mathematical Skills, Minna Hannula (Univeristy
of
Symposium: Supporting Middle School Teachers to Assist
Students in Making the Transition from Arithmetic to Algebraic Reasoning
Chair: Mitchell J. Nathan (
Discussant: Mindy Kalchman (
·
Students’ Initial and Developing Conceptions of
Variable, Aaron D.
Weinberg (
·
Developmental Differences in Representational
Fluency: Evidence for Relational and
Instance-Based Methods for Reasoning About Patterns, Haggai Kupermintz (
·
Teachers’ knowledge and Beliefs About Students’
Development of Algebraic Reasoning, Kenneth R. Koedinger (
·
Connecting Teachers’ Views of Their Own Learning
of Mathematics with That of Their Students, Eric Eiteljorg (
·
Developing Teachers’ Attention to Students’ Algebraic
Thinking, Ana C.
Stephens (
·
STELLAR Teacher Professional Development: Design and Research, David W. Wortham (Neo
Dat Ta)
·
Students’ Initial and Developing Conceptions of
Variable, Nicole
M. McNeil (
·
Developing Teachers’ Attention to Students’ Algebraic
Thinking, Laura J.
Grandau (
·
Online Teacher Professional Development in the
STELLAR System: Design and Research,
David K. Woods (
·
Connecting Teachers’ Views of Their Own Learning
of Mathematics with That of Their Students: A Program for Teacher Professional Development,
Mary E.
Pittman (
·
Teachers’ Knowledge and Beliefs About Students’
Development of Algebraic Reasoning, Mitchell J. Nathan (
Paper
Discussion Session: Mathematics Teacher Development
·
Leadership and Learning in Mathematics Education: Cases of Collaboration
Among Principals, Teacher Leaders, and Teachers, Cathy Grant (
·
Prospective Teachers' Design of Academic Tasks as Exhibited in Their
Lesson Planning, Cynthia Anhalt
(
·
Can Grading Homework Enhance Math Teachers’ Understanding of Students’ Thinking in Cultural and
Linguistically Diverse Mathematics Classrooms? Shuhua An (
·
Early Childhood Teachers of Mathematics: A Formative Instrument for
Reflection, Verónica Carlan (The
·
Using a Change Process Research Measure to Assess the Effectiveness
of Professional Development, Jeanne
Klockow(
·
Indexing Distributions of Data: Preservice
Teachers’ Notions of Representativeness, Aisling
Leavy (
·
Teacher Attitudes and Beliefs in Elementary and Middle School Settings,
PLEASE NOTE: The following symposium was mistakenly omitted in the first listing. We apologize for the confusion.
Interactive
Symposium:
Symposium:
Learning to Learn to Teach: Implementing and Assessing an Experiment"
Model for Teacher Preparation"
Organizer(s) & Chair: James
Hiebert (
Discussants: Deborah Ball,
Hyman Bass (
·
A Process of Continuing Research-Based
Improvement, Laura S. Kincaid
(
·
Early Changes in Mathematics
Performances of Pre-service Teachers, Christine Gorowara (
·
Can Pre-service Teachers Treat
Lessons as Experiments? Anne Morris (
·
Developing and Testing New
Measures of Teachers’ Ability to Learn from Studying Teaching, Dawn M. Berk (
Symposium: Articulating Effective
Design Principles in Professional Development: A Focus on Interactions
Chair: Deborah Schifter (Educational
Discussant: Suzanne Wilson (
·
The Role of Content Domain
as a Tool for Professional Development, Megan Franke (
·
Representations of Classroom
Practice as Tools for Professional Development, Elham Kazemi
(
·
A Focus on Mathematics Content
as a Tool for Professional Development, Kay McClain (
·
Case Writing as a Tool for
Professional Development, Deborah Schifter (
Symposium: Using Classroom Artifacts to Measure Instructional
Practice in Middle School Mathematics: A Two-State Field Test
Chair: Hilda Borko (
Discussants: Joan L. Herman (
·
A Classroom Artifact Package for Measuring Instructional
Practice: Validity of Ratings, Brian Stecher (Rand Corporation)
·
Instructional Practice and Student Learning: What
We Learn from the Analysis of Classroom Discourse, Elizabeth Dorman (
·
A Classroom Artifact Package for Measuring Instructional
Practice: Reliability of Ratings, Karin Kuffner (
·
Data Collection Methods and Procedures: The Scoop
Notebook, Alice Wood (Rand Corporation)
·
The Scoop Notebook Project: Current Issues and Future Steps, Mary Lou Gilbert (Rand Corporation)
Paper Session: Curriculum,
Assessment and School Reform in Mathematics Education
Session
Chair: Beth A. Herbel-Eisenmann
(
Session
Discussant: Eric R. Hamilton (
·
An Analysis of Concurrent and Predictive Validity
of Curriculum-Based Mathematical Word Problem Solving Measures, Edward Sczesniak (
·
Credible Tools for Formative Assessment: Measurement and Qualitative Research Needed
for Practice, Julian
S. Williams (
·
Curriculum Research: Toward a Framework for “Research-Based Curricula”, Douglas H. Clements (
·
Implementing Standards-Based Mathematics Curricula:
Instructional Practices Versus Reform Vision in the Middle and High
School, David C. Wilson (
·
Teacher and Principal Beliefs About Teaching Mathematics
in an Urban Setting, Judith
McVarish (
Paper Session: Prior Knowledge,
Bridging Activities and Mathematics Learning
Session
Chair: Terry L. Wood (
Session
Discussant: David K. Pugalee
(
·
A Second Grade Rough Transition from Verbal Explanations
to Number Sentences, Marcela
Perlwitz (
·
A Tool as “Functional Prior Knowledge” in a Mathematics
Game, Randy Rall (
·
Developing the Math Skills of Adolescents With
and Without Disabilities in Inclusive Settings, Brian Bottge (
·
Preschoolers’ Understanding of Subtraction-Related
Principles, Arthur J. Baroody (
·
Preservice
Elementary School Teachers’ Conceptions of Multidigit
Whole Numbers in Our Base-Ten Numeration System, Eva P. Thanheiser (San Diego State
University)
Paper
Discussion Session: Examining Innovations in Mathematics Teaching
·
Interpreting Unfamiliar Graphs: A Generative, Activity-theoretic
Model, Wolff-Michael Roth (
·
Mathematical Modeling and Metacognitive
Instruction, Bracha Kramarski (
·
The effects of an Infusion Art-Based Curriculum on the Mathematics
Proficiency of Economically and Academically At-Risk Elementary School Students, Richard Luftig
(
·
Transformation Geometry from an Embodied Perspective, Laurie Edwards (Saint Mary’s
·
Teaching Arithmetic to Low-Performing, Low-SES First Graders, Constance Kamii (
·
Investigating Fairness in
·
Standards Based Curriculum and
Paper Session: Equity, Diversity,
Self Concept and Mathematics Learning
Session
Chair: Carol Fry Bohlin
(
Session
Discussant:
·
Factors Influencing Mathematics Problem Solving
Ability of Culturally and Linguistically Exceptional Students, Rene S. Parmar (
·
Low-Income African-American Second Grade Students’
Engagement in Currency Exchange: The
Relationship to Mathematical Development, Edward V.
·
Number Sense:
An Exploration of Urban Middle School Students’ Numerical Reasoning, Angela I. McIver (
·
The Relationship Between Bilingual Students’ Growth
of Mathematical Understanding and Their Language Switching, Sitaniselao Stan Manu
(
·
Framing Participation: Meaningful Mathematical Activity in Reform-Based
Classrooms with Diverse Populations of Students, Victoria M. Hand (
Paper
Session: Examining the Development of Mathematical Thinking
Session
Chair: Jeffrey C. Shih (
Session Discussant: Patrick
W. Thompson (
·
An Interpretive Framework for Making Sense of Student Thinking within
the Context of Classroom Interactions,
Teruni de Silva Lamberg (
·
Development of young children's mathematical abilities, Robert Reeve (
·
The Unfolding of a Path of Mathematical Understandings, Jennifer Thom (
·
Mechanisms of Transfer, Joseph Wagner (
·
Conceptual Understanding and Computational Efficiency: Children’s
Strategies for Multiplying Multidigit Numbers, Jae-meen Baek (
Symposium: The Use of Learning Trajectories in Research-Based
Mathematics Curriculum Development, Assessment, and Professional Development
Chair: Douglas H. Clements (University at
Discussant: Arthur J. Baroody
(
·
Local Instruction Theories as Means of Support
for Teachers in Reform Matheamtics Education, Martin A. Simon (
·
Young Children’s Composition of Geometric Figures:
A Learning Trajectory, Julie Sarama (SUNY at
·
Terrains of Conceptual Development-Where Evolution
Does Not Occur Along a Sinlge Path, Richard Lesh (
·
Learning Trajectories and Local Instruction Theories
as Means of Support for Teachers in Reform Mathematics Education,
·
The Cognition-Based Assessment System (CBAS),
Michael T. Battista (
·
On the Construction of Learning Trajectories of
Children: The Case of Commensurate
Fractions, Leslie
Steffe (
·
Doug Clarke
(
·
Barbara
Clarke (Monash Unviersity)
Paper
Session: Investigating the Professional
Development of Mathematics and Science Teachers
Session Chair: Victoria R.
Jacobs (
Session Discussant: Llana S. Horn (
·
Confronting Teachers’ Beliefs About Algebra Development: Investigating an Approach for Professional Development,
Mitchell J. Nathan (
·
Mathematics Teachers Learning to Notice in the Context of a Video
Club, Elizabeth A. Van
Es (Northwestern University)
·
Tensions and Challenges in Designing Videocase
Based Professional Development Curriculum for Teachers of Mathematics, Deidre M. LeFevre (
·
Using Scientists and Real-World Scenarios in Professional Development
for Middle School Science Teachers, Judith A. Morrison (
·
The Impact of Long-Term Professional Development on Teachers’ Beliefs
and Practice, Theresa J. Grant (
Symposium: Rethinking Abstraction and Decontextualization in Relationship to the “Transfer Dilemma”
Chair: Joanne Lobato (
Discussants: Anthony E. Kelly (
·
Exploring the Construct of Collective Abstraction,
Paul A.
Cobb (
·
Abstraction, Situativity,
and the “Actor-Oriented Transfer” Perspective, Joanne Lobato (
·
The Recontextualization
of Inscriptions: An Activity-Theoretical
Approach to the Transferability of Abstractions, Bert Van Oers (Free
·
“I Also Remember:” The Re-Encounter of Past Experiences, Ricardo Nemirovsky (TERC)
·
The Emergence of Knowledge Structures in the Context
of the Classroom, Baruch
C. Schwarz (
Paper Session: Assessing Learning
in Mathematics Classrooms
Session Chair: Beth Herbel-Eisenmann (
Session Discussant: Kenneth
Ruthven (
·
How Will We Know What They Learned?: Designing a Longitudinal Study
of Elementary Mathematics Curriculum, Paul
Kehle (
·
Making Sense of Simple Equations: How Students Using IMP and CPM
Curricula Understand Equivalence, Nancy O'Rode (UC
·
Implementing an Experimental Rational Number Curriculum in 7th and
8th Grade Classrooms in an Urban School, Joan
Moss (
·
A Portrait of a Feminist Mathematics Classroom: What Adolescent Girls
Say about Mathematics, Themselves, and Their Experiences in a “Unique” Learning
Environment, Dawn
Leigh Anderson (
Paper Session: Algebraic Reasoning
Session
Chair: Kevin A. Clark (
Session
Discussant: Jon R. Star (
·
Deepening Our Understanding of Algebraic Generalization:
Examining Changes in Student Strategies, John Kirk Lanning (
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How Students Learn to Reason Mathematically:
Insights from a Large-Scale Longitudinal Study, Celia M. Hoyles (
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Language and Mathematics: Improving Algebra Instruction for English Language
Learners, Carl A. Lager (Vermont Department of Education)