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Linking arithmetic to algebra
(University of Melbourne : Department of Science and Mathematics Education, 2001)
Which kind of creativity may be attained by most students?
(Rousse, Bulgaria : University of Rousse, 2008)
Most students may creatively develop only solutions to given problems,
which should be achieved in the long run by utilizing suitable
teaching/learning approaches that promote thinking skills related to
creativity with ...
Towards relating procedural and conceptual knowledge by CAS
(Pécs, Hungary: Computer Algebra in Mathematics Education Group, 2007)
The degree to which mathematics learning is successfully attained, depends on the degree to which learner can successfully cope with the coordination of different mathematical entities (competences, activities, knowledge ...
Four critical issues of applying educational technology standards to professional development of mathematics teachers
(Crete, Greece : University of Crete, 2002)
To have students adequately prepared for adult citizenship, computer-based technology is to be routinely
used at schools and universities. To achieve this end, new approaches to teacher education are to be
developed and ...
Mathematics teachers as multimedia lessons designers
(Reims, France : IUFM, 2004)
This paper describes two studies undertaken in Serbia and Finland concerning learning
through multimedia design, through which (future) mathematics teachers developed HTML files
comprising Java applets downloaded from ...
Some aspects of visualizing geometric knowledge: Possibilities, findings, further research
(Singapore : World Scientific, 2004)
Having underlined a rationale for visualizing the knowledge of geometry, the paper
describes two tools whereby computer-assisted visualization can be realized. It
then summarizes research findings regarding the use of ...
Ninth-grade students' mathematical-self concept: an international study
(Athens, Nicosia : Hellenic Mathematical Society, & Cyprus Mathematical Society, 2003)
An international study of 682 ninth-grade students from Finland, Poland,
Yugoslavia and Israel confirmed that, despite diversity, affective variables
regarding mathematics and its learning converge to an underlying ...