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Alternative Theoretical Frameworks for Mathematics Education Research - Theory Meets Data
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Alternative Theoretical Frameworks for Mathematics Education Research - Theory Meets Data
von: Elizabeth de Freitas, Margaret Walshaw
Springer-Verlag, 2016
ISBN: 9783319339610
198 Seiten, Download: 4602 KB
 
Format:  PDF
geeignet für: Apple iPad, Android Tablet PC's Online-Lesen PC, MAC, Laptop

Typ: B (paralleler Zugriff)

 

 
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Inhaltsverzeichnis

  Preface 5  
  Contents 6  
  Chapter 1: Introduction 9  
      Idea Clusters 9  
      Mapping Theory 12  
      Context 14  
      Book Outline 17  
     References 17  
  Chapter 2: Lev Vygotsky 19  
      The Key Theme in Vygotsky’s Work 25  
      Concepts Fundamental to Vygotsky’s Work 25  
      Mediation 27  
      The Interrelationship Between Thought and Language 28  
      The Psychology of Play 28  
      Zone of Proximal Development 29  
      Scaffolding 30  
      Applications 31  
      Different Kinds of Activity 36  
         Explanation of Notation Used for the Following Sections 36  
         Situational Activities 36  
         Pedagogical activities 38  
         Mathematizing Activities 40  
      Summary 43  
     References 43  
  Chapter 3: Michel Foucault 46  
      Foucault’s Early Work 48  
      Foucault’s Archaeological Phase 49  
      Foucault’s Genealogical Phase 50  
      Foucault’s Turn to Ethics 51  
      Key Concepts in Foucault’s Toolkit 53  
         Discourse 53  
         The Subject 55  
         Power 56  
         Power-Knowledge 57  
         Power-Knowledge-Truth 57  
         Regime of Truth 58  
         Governmentality 58  
         Technologies of the Self 58  
      Applications 59  
      Summary 68  
     References 69  
  Chapter 4: Jacques Lacan 72  
      Subjectivity 75  
      Concepts Grounding the Theory of the Subject 77  
      Applications 82  
      Contextualizing an Analysis of Gendered Subjectivity 86  
      Stories from Home and Early School 87  
      The Order of the Classroom 89  
      Mathematical Identity in Conflict 92  
      Summary 94  
     References 95  
  Chapter 5: Gilles Deleuze 99  
      Introduction 100  
      State Versus Nomadic Mathematics 101  
      Difference, Identity and Number 102  
      Chance and the Differential 103  
      A Zigzag Learning Trajectory 106  
      Smooth and Striated Space 109  
      Applications 112  
      The Philosophy of Mathematics 113  
      What Is Number? 114  
      Expanding the Concept of Number 117  
      Summary 123  
     References 124  
  Chapter 6: Bruno Latour 127  
      Introduction 128  
      What is the Social? 129  
      Follow the Actors 130  
      Follow the Controversy 132  
      The Role of Speculation and Art 134  
      Assemblages and Relational Ontology 136  
      Imitation and the Quantitative 137  
      Applications 139  
         Big Networks and Graph Analysis 139  
         Tracking Associations and Imitations 140  
         The Nonhuman Actant: Instructional Technology 143  
      Summary 152  
     References 153  
  Chapter 7: Karen Barad 155  
      Introduction 156  
      Rethinking Matter 157  
      The Material-Discursive and Relationality 159  
      What Does Diffraction Look Like? 161  
      More Than Human Performativity 164  
      The Polyamorous Field of Concepts 167  
      Applications 171  
      Design and Teaching Experiments 171  
      A Diffractive Apparatus 173  
      The Virtuality of Time and Gesture 175  
      Summary 178  
     References 178  
  Chapter 8: Concluding Narratives 180  
      Phase 1: Preliminary Email Discussions 182  
      Phase 2: Skype Meetings and Further Emails 184  
      Phase 3: Face-to-Face Discussions 186  
      Phase 4: Continuing Email Discussions and Skype Meetings 187  
      Phase 5: Reviewing and Finalizing the Theorists 193  
     References 195  
  Index 196  


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