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Transitions Toward Digital Resources: Change, Invariance, and Orchestration

  • Paul Drijvers
  • , Verônica Gitirana
  • , John Monaghan
  • , Samet Okumus
  • , Sylvaine Besnier
  • , Cerenus Pfeiffer
  • , Christian Mercat
  • , Amanda Thomas
  • , Danilo Christo
  • , Franck Bellemain
  • , Eleonora Faggiano
  • , José Orozco-Santiago
  • , Mdutshekelwa Ndlovu
  • , Marianne van Dijke-Droogers
  • , Rogério da Silva Ignácio
  • , Osama Swidan
  • , Pedro Lealdino Filho
  • , Rafael Marinho de Albuquerque
  • , Said Hadjerrouit
  • , Tuğçe Kozaklı Ülger
  • Anders Støle Fidje, Elisabete Cunha, Freddy Yesid Villamizar Araque, Gael Nongni, Sonia Igliori, Elena Naftaliev, Giorgos Psycharis, Tiphaine Carton, Charlotte Krog Skott, Jorge Gaona, Rosilângela Lucena, José Vieira do Nascimento Júnior, Ricardo Tibúrcio, Anderson Rodrigues
  • University College Copenhagen
  • Utrecht University
  • School of Physical Education, University of Pernambuco, Campus Universitario HUOC-ESEF, Arnobio Marques 310, Santo Amaro, 50.100-130 Recife, PE, Brazil.
  • University of Leeds
  • Forskergruppen "Lived Religion", Universitet i Agder
  • Recep Tayyip Erdoğan University
  • Université de Rennes 1
  • Stellenbosch University
  • Claude Bernard Lyon 1 University
  • University of Nebraska-Lincoln
  • Pontifíce Catholic University of São Paulo
  • University of Bari Aldo Moro
  • Centre for Research and Advanced Studies
  • University of Johannesburg
  • Ben-Gurion University of the Negev
  • Bursa Uludağ University
  • Instituto Politécnico de Viana do Castelo
  • Universite Laval, Quebec
  • Achva Academic College
  • National and Kapodistrian University of Athens
  • University of Paris 8
  • Universidad Academia Humanismo Cristiano
  • State University of Feira de Santana

Research output: Chapter in Book/Report/Conference proceeding › Contribution to book/anthology › Research › peer-review

Abstract

This chapter reports on the work of Working Group 4 and focuses on the integration of digital resources into mathematics teaching and learning practices. There are five central sections, focusing on, instrumental genesis, instrumental orchestration, the documentational approach to didactics, digital resources and teacher education, and the design of learning environments with the use of digital resources. A range of constructs and theoretical approaches are covered in these five sections, and the opening section comments on construct validity and issues in “networking” theoretical frameworks. The chapter can be viewed as a literature review which surveys past and present (at the time of writing) scholarship with an eye to possible future research. The chapter is extensive in several dimensions: a large range of digital resources and applications are considered; the subjects using digital resources are not just teachers but also students, student teachers and student teacher educators. Issues raised in the sections include individual and collective use of resources, the adaptation of these resources for specific learning goals and to prepare (pre- and in-service) teachers for the use of digital resources.
Original languageEnglish
Title of host publicationThe 'Resource' Approach to Mathematics Education
EditorsLuc Trouche, Ghislaine Gueudet, Birgit Pepin
Number of pages56
PublisherSpringer Nature
Publication date2019
Pages389-444
ISBN (Print)978-3-030-20392-4
ISBN (Electronic)978-3-030-20393-1
DOIs
Publication statusPublished - 2019
SeriesAdvances in Mathematics Education

Keywords

  • mathematics

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