Access the full text.
Sign up today, get DeepDyve free for 14 days.
(1999)
Reflective Processes in a technologybased mathematics classroom
Beyond constructivism: A model and modeling perspective on teaching, learning, and problem solving in mathematics education
Michal Yerushalmy (1991)
Student perceptions of aspects of algebraic function using multiple representation softwareJournal of Computer Assisted Learning, 7
Michal Yerushalmy, D. Chazan (1990)
Overcoming visual obstacles with the aid of the SupposerEducational Studies in Mathematics, 21
E. Love, D. Pimm (1996)
International Handbook of Mathematics Education
Michal Yerushalmy (1997)
Reaching the Unreachable: Technology and the Semantics of AsymptotesInternational Journal of Computers for Mathematical Learning, 2
Patrick Thompson (2015)
Researching mathematical meanings for teaching
(2003)
Balancing the Unbalanceable: The NCTM Standards in Light of Theories of Learning Mathematics
H. Freudenthal (1972)
Mathematics as an Educational Task
E. Love, David Pimm (1996)
‘This is so’: a text on texts
P. Valero, Renuka Vithal (2003)
Second International Handbook of Mathematics Education
M. Borba, J. Confrey (1996)
A student's construction of transformations of functions in a multiple representational environmentEducational Studies in Mathematics, 31
Perceptions of a Quadrilateral in a Dynamic Environment
G. Kress, T. Leeuwen (1996)
Reading Images: The Grammar of Visual Design
(2001)
Deep structures of algebra word problems: Is it approach (in)dependent
C. Jewitt, R. Oyama (2001)
Handbook of Visual Analysis
C. Hoyles (1993)
Microworlds/Schoolworlds: The Transformation of an Innovation
(2003)
On appreciating the cognitive complexity of school algebra: Research on algebra learning and directions of curricular change
D. Chazan, M. Yerushalmy (2003)
A Research Companion to the Principles and Standards for School Mathematics
C. Jewitt, Rumiko Oyama (2001)
Visual meaning: a social semiotic approach
Reinhard Hölzl (1996)
How does ‘dragging’ affect the learning of geometryInternational Journal of Computers for Mathematical Learning, 1
K. Nunokawa (1994)
Improving Diagrams Gradually: One Approach to Using Diagrams in Problem Solving.for the learning of mathematics, 14
H. Mandl, J. Levin (1989)
Knowledge Acquisition from Text and Pictures
(2003)
Integrating Research on Graphical Representations of Functions
Shlomo Vinner, T. Dreyfus (1989)
IMAGES AND DEFINITIONS FOR THE CONCEPT OF FUNCTIONJournal for Research in Mathematics Education, 20
(2003)
Technology and math education: a multidimensional study of the evolution of research and innovation. . The 2 nd International Handbook of Mathematics Education
F. Arzarello, F. Olivero, D. Paola, O. Robutti (2002)
A cognitive analysis of dragging practises in Cabri environments, 34
C. Laborde (2002)
Integration of Technology in the Design of Geometry Tasks with Cabri-GeometryInternational Journal of Computers for Mathematical Learning, 6
Multiplying meaning: visual and verbal semiotics in scientific text
R. Leikin, Sariga Dinur (2003)
PATTERNS OF FLEXIBILITY: TEACHERS' BEHAVIOR IN MATHEMATICAL DISCUSSION
A. diSessa (2000)
Changing Minds: Computers, Learning, and Literacy
(1993)
Seizing the Opportunity to Make Algebra Mathematically and Pedagogically Interesting
D. Ball, D. Cohen (1996)
Reform by the Book: What Is—or Might Be—the Role of Curriculum Materials in Teacher Learning and Instructional Reform?Educational Researcher, 25
Michal Yerushalmy (1999)
Making Exploration Visible: On Software Design and School Algebra CurriculumInternational Journal of Computers for Mathematical Learning, 4
E. Goldenberg (1999)
Principles, Art, and Craft In Curriculum Design: The Case of Connected GeometryInternational Journal of Computers for Mathematical Learning, 4
G. Kress (2003)
Literacy in the New Media Age
(1995)
Algebra and functions, (Curriculum In Hebrew) Center for Educational Technology, Tel-Aviv
R. Netz (1999)
The Shaping of Deduction in Greek Mathematics
Michal Yerushalmy (2000)
Problem solving strategies and mathematical resources: A longitudinal view on problem solving in a function based approach to algebraEducational Studies in Mathematics, 43
Carolyn Kieran, Carolyn Kieran, Michal Yerushalmy, Michal Yerushalmy (2004)
Research on the Role of Technological Environments in Algebra Learning and Teaching
(2003)
Models of functions and models of situations: On design of a modeling based learning environment
C. Hoyles, R. Noss (2003)
What can digital technologies take from and bring to research in mathematics education
Candia Morgan (1998)
Writing Mathematically: The Discourse of 'Investigation'
Michal Yerushalmy, R. Gafni (1992)
Syntactic Manipulations and Semantic Interpretations in Algebra: The Effect of Graphic RepresentationLearning and Instruction, 2
Lyn English (2002)
Flux in School Algebra: Curricular Change, Graphing Technology, and Research on Student Learning and Teacher Knowledge
(2002)
Mathematics curriculum development for computerized environments: A designer-researcher-teacher-learner-activity
Shlomo Vinner (1983)
Concept definition, concept image and the notion of functionInternational Journal of Mathematical Education in Science and Technology, 14
M. Yerushalmy, D. Chazan (2002)
Handbook of International Research in Mathematics Education.
Michal Yerushalmy (1997)
Mathematizing Verbal Descriptions of Situations: A Language to Support ModelingCognition and Instruction, 15
L. Edwards (1998)
Embodying mathematics and science: Microworlds as representationsThe Journal of Mathematical Behavior, 17
M. Yerushalmy (1997b)
Mathematizing qualitative verbal descriptions of situations: A language to support modelingCognition and Instruction, 15
Sylvie Molitor, Steffen-Peter Ballstaedt, H. Mandl (1989)
1 Problems in Knowledge Acquisition from Text and PicturesAdvances in psychology, 58
(2002)
The Function Web-book
D. Chazan (2000)
Beyond Formulas in Mathematics and Teaching: Dynamics of the High School Algebra Classroom
J. Levin (1989)
5 A Transfer-Appropriate-Processing Perspective of Pictures in ProseAdvances in psychology, 58
(2001)
A Visual Course to Functions
The paper explores changes in technology that have implications for the teaching and learning of school mathematics. To this end, it examines aspects of interactive mathematical textbooks; specifically it analyzes functions authors may intend to be carried out by embedded interactive diagrams. The paper analyzes theoretical as well as practical lessons that I learned while designing such a book. It is the purpose of this article to provide a rough, preliminary collection of categories of diagram function that would allow an orderly discussion of the subject. While this is not an empirical study, the hypotheses about student practices with interactive diagrams are based on a long series of studies related to the learning of algebra in a technologically-rich environment.
"Technology, Knowledge and Learning" – Springer Journals
Published: Jul 5, 2005
Read and print from thousands of top scholarly journals.
Already have an account? Log in
Bookmark this article. You can see your Bookmarks on your DeepDyve Library.
To save an article, log in first, or sign up for a DeepDyve account if you don’t already have one.
Copy and paste the desired citation format or use the link below to download a file formatted for EndNote
Access the full text.
Sign up today, get DeepDyve free for 14 days.
All DeepDyve websites use cookies to improve your online experience. They were placed on your computer when you launched this website. You can change your cookie settings through your browser.