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The arithmetic connection
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The arithmetic connection (1989)The arithmetic connectionWhat Kinds of Numbers Do Students Assign to Literal Symbols? Aspects of the Transition from Arithmetic to Algebra (2012)What Kinds of Numbers Do Stud…The Learning and Teaching of School Algebra (2006)The Learning and Teaching of …Bringing Out the Algebraic Character of Arithmetic (2006)Bringing Out the Algebraic Ch…Algebraic generalisation strategies: Factors influencing student strategy selection (2006)Algebraic generalisation stra…Pre-service Teachers' Preferred Strategies for Solving Arithmetic and Algebra Word Problems (2003)Pre-service Teachers' Preferr…Collaborative action research on the learning and teaching of algebra: a story of one mathematics teacher's development (2000)Collaborative action research…Seeing through Symbols: The Case of Equivalent Expressions. (1999)Seeing through Symbols: The C…ALGEBRAIC PROCEDURES USED BY 13-TO-15-YEAR-OLDS (1997)ALGEBRAIC PROCEDURES USED BY …The development of algebra: Confronting historical and psychological perspectives (1995)The development of algebra: C…Teachers of Mathematics (1948)Concepts associated with the equality symbol (1981)Toward a Theory of Instruction (1966)A cognitive gap between arithmetic and algebra (1994)The Gains and the Pitfalls of Reification — The Case of Algebra (1994)Science of Education and the Psychology of the Child (1971)Children's Minds (1978)National Council of Teachers of Mathematics (1979)The Real Story Behind Story Problems: Effects of Representations on Quantitative Reasoning (2004)Physical and Virtual Manipulatives: What Is “Concrete”? (2016)Scaffolding learner-centered curricular coherence using learning maps and diagnostic assessments designed around mathematics learning trajectories (2017)Those Who Understand: Knowledge Growth in Teaching (1986)Teachers : Belief and Knowledge (1996)Teachers’ Beliefs and Conceptions: A Synthesis of the Research (2006)Mathematics as an Educational Task (1972)Mathematical Thought from Ancient to Modern Times (1990)On the dual nature of mathematical conceptions: Reflections on processes and objects as different sides of the same coin (1991)How Students Understand Physics Equations (2001)Does comparing solution methods facilitate conceptual and procedural knowledge? An experimental study on learning to solve equations. (2007)Word problems in mathematics education: a survey (2020)Mathematical Thought from Ancient to Modern Times (1990)Handbook of research on mathematics teaching and learning (1992)Can Mathematics Education and History of Mathematics Coexist? (2001)Toward an Epistemology of Physics (1993)Second Handbook of Research on Mathematics Teaching and Learning. (2007)THE DISCOVERY OF GROUNDED THEORY: STRATEGIES FOR QUALITATIVE RESEARCH. By Barney G. Glaser and Anselm L. Strauss. Chicago: Aldine Publishing Company, 1967. 271 pp. $6.75 (1968)Mind in Society: The Development of Higher Psychological Processes (1978)Qualitative Data Analysis: An Expanded Sourcebook (1994)Subject-matter knowledge and knowledge about students as sources of teacher presentations of the subject-matter (1995)Teachers’ Knowledge and the Teaching of Algebra (2006)Using learner generated examples to introduce new concepts (2008)Language Diversity and New Media: Issues of Multimodality and Performance (2015)
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  • 2006The Learning and Teaching of School Algebra599 cited
  • 1995The development of algebra: Confronting historical and psychological perspectives224 cited
  • 2006Bringing Out the Algebraic Character of Arithmetic75 cited
  • 2006Algebraic generalisation strategies: Factors influencing student strategy selection67 cited
  • 1999Seeing through Symbols: The Case of Equivalent Expressions.57 cited
  • 2012What Kinds of Numbers Do Students Assign to Literal Symbols? Aspects of the Transition from Arithmetic to Algebra55 cited
  • 2003Pre-service Teachers' Preferred Strategies for Solving Arithmetic and Algebra Word Problems49 cited
  • 1997ALGEBRAIC PROCEDURES USED BY 13-TO-15-YEAR-OLDS44 cited
  • 2000Collaborative action research on the learning and teaching of algebra: a story of one mathematics teacher's development44 cited

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