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From Informal Strategies to Structured Procedures: mind the gap!
6 references·2 citing·26 second hop
From Informal Strategies to Structured Procedures: mind the gap! (2002)From Informal Strategies to Structured Pr…Teaching Number Sense (2000)Teaching Number SenseRaising standards in mathematics education: values, vision, and TIMSS (2000)Raising standards in mathemat…Which Mental Strategies in the Early Number Curriculum? A Comparison of British Ideas and Dutch Views (1998)Which Mental Strategies in th…The Use of Mental, Written and Calculator Strategies of Numerical Computation by Upper Primary Pupils within a ‘Calculator‐aware’ Number Curriculum (1998)The Use of Mental, Written an…The National curriculum (1989)The National curriculumMathematics counts : report of the Committee of Inquiry into the Teaching of Mathematics in Schools under the chairmanship of Dr W H Cockcroft (1982)Mathematics counts : report o…Posing complex problems requiring multiplicative thinking prompts students to use sophisticated strategies and build mathematical connections (2017)Posing complex problems requi…Finnish pre-service teachers’ and upper secondary students’ understanding of division and reasoning strategies used (2009)Finnish pre-service teachers’…Teachers' Beliefs about Teaching and Learning: A Constructivist Perspective (1992)Towards a Philosophy of Critical Mathematics Education (1994)Using Multiple-Variable Matching to Identify Cultural Sources of Differential Item Functioning (2006)RADICAL CONSTRUCTIVISM (2010)Decoding the Meaning of Factorial Invariance and Updating the Practice of Multi-group Confirmatory Factor Analysis: A Demonstration With TIMSS Data (2020)Education and science (1983)Mathematics in the National Curriculum (1990)The didactical tetrahedron as a heuristic for analysing the incorporation of digital technologies into classroom practice in support of investigative approaches to teaching mathematics (2011)The growth of logical thinking: From childhood to adolescence. (1958)Ethnography and Qualitative Design in Educational Research (1984)Adding It Up: Helping Children Learn Mathematics (2013)Conditions of Learning (1965)Mathematics as an Educational Task (1972)Handbook of research on mathematics teaching and learning (1992)How Do Children Come to Use a Taught Mental Calculation Strategy? (2004)The Silenced Dialogue: Power and Pedagogy in Educating Other People's Children (1988)Self-theories: Their Role in Motivation, Personality, and Development (1999)Scaffolding practices that enhance mathematics learning (2006)Aspects of pedagogy supporting metacognition and self-regulation in mathematical learning of young children: evidence from an observational study (2010)Primary mathematics teachers’ goal orientations and student achievement (2012)Assessing skills for work: two perspectives (2001)The development of arithmetical abilities (2005)Theory and Practice in Mathematics Teaching Development: Critical Inquiry as a Mode of Learning in Teaching (2006)Re-thinking Old Ways: Towards A More Critical Approach To Practical Work In School Science (1993)Teacher perspectives on integrating ICT into subject teaching: commitment, constraints, caution, and change (2005)International Journal of Historical Learning, Teaching and Research (2014)
this work references cited by second hop

References

  • 1989The National curriculum282 cited
  • 1982Mathematics counts : report of the Committee of Inquiry into the Teaching of Mathematics in Schools under the chairmanship of Dr W H Cockcroft193 cited
  • 1998The Use of Mental, Written and Calculator Strategies of Numerical Computation by Upper Primary Pupils within a ‘Calculator‐aware’ Number Curriculum83 cited
  • 2000Teaching Number Sense81 cited
  • 1998Which Mental Strategies in the Early Number Curriculum? A Comparison of British Ideas and Dutch Views62 cited
  • 2000Raising standards in mathematics education: values, vision, and TIMSS47 cited

Cited by

  • 2009Finnish pre-service teachers’ and upper secondary students’ understanding of division and reasoning strategies used46 cited
  • 2017Posing complex problems requiring multiplicative thinking prompts students to use sophisticated strategies and build mathematical connections43 cited

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