Signs of Signification Semiotics in Mathematics Education Research /

書誌詳細
団体著者: SpringerLink (Online service)
その他の著者: Presmeg, Norma (編集者), Radford, Luis (編集者), Roth, Wolff-Michael (編集者), Kadunz, Gert (編集者)
要約:VIII, 372 p. 113 illus.
text
言語:英語
出版事項: Cham : Springer International Publishing : Imprint: Springer, 2018.
版:1st ed. 2018.
シリーズ:ICME-13 Monographs,
主題:
オンライン・アクセス:https://doi.org/10.1007/978-3-319-70287-2
フォーマット: 電子媒体 図書
目次:
  • Chapter 1. Introduction. The editors
  • Section 1: Sociocultural perspectives on semiosis
  • Chapter 1. Introduction to Section 1
  • Chapter 2. Semiosis and subjectification: The classroom constitution of mathematical objects
  • Chapter 3. Birth of signs: A (Spinozist-Marxian) materialist approach
  • Chapter 4. Relating computational Cartesian graphs to a real motion: An analysis of high school students’ activity
  • Chapter 5. Joint attention in resolving the ambiguity of different presentations: A dual eye-tracking study of the teaching-learning process
  • Chapter 6. Attention catching: Connecting the space of joint action and togethering
  • Section 2: Language and text orientations
  • Introduction to Section 2
  • Chapter 7.  A matter of translation
  • Chapter 8. Using social semiotics to explore institutional assumptions about mathematics students and teachers
  • Chapter 9. Semiotics, epistemology, and mathematics
  • Chapter 10. A semiotic-conceptual analysis of conceptual development in learningmathematics
  • Section 3: Peircean semiotics, including semiotic chaining and representations
  • Introduction to Section 3
  • Chapter 11. Adalira Sáenz-Ludlow: Iconicity and diagrammatic reasoning in meaning-making
  • Chapter 12. Semiotic representations: A study of dynamic figural register
  • Chapter 13. Progressive visualization tasks and semiotic chaining for mathematics teacher preparation: Towards a conceptual framework
  • Chapter 14. Primary teachers’ semiotics praxis: Windows into the handling of division tasks
  • Section 4: Semiotic resources including gesturing and tools
  • Introduction to Section 4
  • Chapter 15. Gradual change of perception: Signs, tools, and meaning-making of fractions
  • Chapter 16. On the role of gestures for the descriptive analysis of ‘Grundvorstellungen’: A case of linear functions
  • Chapter 17. Diagramming and gesturing during mathematizing: Kinesthetic and haptic interactions support mathematical ideation
  • Chapter 18. Objectifying the inclusion relationshipof quadrilaterals in a synchronic-interactive and collaborative computer supported environment
  • Chapter 19. Discussion and conclusions.