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Showing all 12 results
Hsu, Hui-Yu; Silver, Edward A. – Journal for Research in Mathematics Education, 2014
We examined geometric calculation with number tasks used within a unit of geometry instruction in a Taiwanese classroom, identifying the source of each task used in classroom instruction and analyzing the cognitive complexity of each task with respect to 2 distinct features: diagram complexity and problem-solving complexity. We found that…
Descriptors: Foreign Countries, Mathematics Instruction, Geometry, Teaching Methods
Faulkner, Valerie N.; Stiff, Lee V.; Marshall, Patricia L.; Nietfeld, John; Crossland, Cathy L. – Journal for Research in Mathematics Education, 2014
This study is a longitudinal look at the different mathematics placement profiles of Black students and White students from late elementary school through 8th grade. Results revealed that Black students had reduced odds of being placed in algebra by the time they entered 8th grade even after controlling for performance in mathematics. An important…
Descriptors: Predictor Variables, Student Placement, Race, Elementary School Mathematics
Izsak, Andrew; Jacobson, Erik; de Araujo, Zandra; Orrill, Chandra Hawley – Journal for Research in Mathematics Education, 2012
Researchers have recently used traditional item response theory (IRT) models to measure mathematical knowledge for teaching (MKT). Some studies (e.g., Hill, 2007; Izsak, Orrill, Cohen, & Brown, 2010), however, have reported subgroups when measuring middle-grades teachers' MKT, and such groups violate a key assumption of IRT models. This study…
Descriptors: Psychometrics, Professional Development, Item Response Theory, Knowledge Base for Teaching
Norton, Anderson; Wilkins, Jesse L. M. – Journal for Research in Mathematics Education, 2012
Piagetian theory describes mathematical development as the construction and organization of mental operations within psychological structures. Research on student learning has identified the vital roles of two particular operations--splitting and units coordination--play in students' development of advanced fractions knowledge. Whereas Steffe and…
Descriptors: Numbers, Psychology, Piagetian Theory, Grade 8
Ellis, Amy B. – Journal for Research in Mathematics Education, 2011
Generalization is a critical component of mathematical activity and has garnered increased attention in school mathematics at all levels. This study documents the multiple interrelated processes that support productive generalizing in classroom settings. By studying the situated actions of 6 middle school students and their teacher-researcher…
Descriptors: Generalization, Middle School Students, Mathematics Instruction, Algebra
Bell, Courtney A.; Wilson, Suzanne M.; Higgins, Traci; McCoach, D. Betsy – Journal for Research in Mathematics Education, 2010
This study examines the impact of a nationally disseminated professional development program, Developing Mathematical Ideas (DMI), on teachers' specialized knowledge for teaching mathematics and illustrates how such research could be conducted. Participants completing 2 DMI modules were compared with similar colleagues who had not taken DMI.…
Descriptors: Mathematics Education, Teacher Characteristics, Scores, Faculty Development
Morris, Anne K.; Hiebert, James; Spitzer, Sandy M. – Journal for Research in Mathematics Education, 2009
The goal of this study is to uncover the successes and challenges that preservice teachers are likely to experience as they unpack lesson-level mathematical learning goals (i.e., identify the subconcepts and subskills that feed into target learning goals). Unpacking learning goals is a form of specialized mathematical knowledge for teaching, an…
Descriptors: Preservice Teacher Education, Preservice Teachers, Mathematics Education, Mathematics Instruction
Cobb, Paul; Gresalfi, Melissa; Hodge, Lynn Liao – Journal for Research in Mathematics Education, 2009
Our primary purpose in this article is to propose an interpretive scheme for analyzing the identities that students develop in mathematics classrooms that can inform instructional design and teaching. We first introduce the key constructs of normative identity and personal identity, and then illustrate how they can be used to conduct empirical…
Descriptors: Instructional Design, Mathematics Instruction, Middle School Students, Student Characteristics
Truxaw, Mary P.; DeFranco, Thomas C. – Journal for Research in Mathematics Education, 2008
This article reports on models of teaching that developed as outgrowths of a study of middle-grades mathematics classes. Three specific cases are highlighted that represent deductive (associated with univocal), inductive (associated with dialogic), and mixed (a hybrid of deductive and inductive) models of teaching. Teaching practices associated…
Descriptors: Mathematics Instruction, Teaching Methods, Teaching Models, Middle Schools
Jacobs, Jennifer K.; Hiebert, James; Givvin, Karen Bogard; Hollingsworth, Hilary; Garnier, Helen; Wearne, Diana – Journal for Research in Mathematics Education, 2006
Debates about the future of school mathematics in the United States often center on whether standards-based instruction is improving or undermining students' achievement. Critical for making progress in these debates is information about the actual nature of classroom practice in U.S. classrooms. This article focuses on one key element of…
Descriptors: Mathematics Achievement, Mathematics Instruction, Grade 8, National Standards
Knuth, Eric J.; Stephens, Ana C.; McNeil, Nicole M.; Alibali, Martha W – Journal for Research in Mathematics Education, 2006
Given its important role in mathematics as well as its role as a gatekeeper to future educational and employment opportunities, algebra has become a focal point of both reform and research efforts in mathematics education. Understanding and using algebra is dependent on understanding a number of fundamental concepts, one of which is the concept of…
Descriptors: Equations (Mathematics), Fundamental Concepts, Mathematics Education, Algebra
Lobato, Joanne; Clarke, David; Ellis, Amy Burns – Journal for Research in Mathematics Education, 2005
We address the telling/not-telling dilemma in mathematics education. Telling is instructionally important, but has been downplayed because of (a) perceived inconsistencies between telling and constructivism, (b) increased awareness of the negative consequences of relying too heavily on telling, and (c) a focus on "non-telling" actions as…
Descriptors: Mathematics Education, Constructivism (Learning), Experiments, Intention

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