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Nakamura, Yasuyuki; Yasutake, Koichi; Yamakawa, Osamu – International Association for Development of the Information Society, 2012
There are some mathematical learning models of collaborative learning, with which we can learn how students obtain knowledge and we expect to design effective education. We put together those models and classify into three categories; model by differential equations, so-called Ising spin and a stochastic process equation. Some of the models do not…
Descriptors: Cooperative Learning, Mathematical Models, Probability, Calculus
Peer reviewedGentner, Dedre; Markman, Arthur B. – American Psychologist, 1997
It is suggested that both similarity and analogy involve a process of structural alignment and mapping. The structure mapping process is described as it has been worked out for analogy, and this view is then extended to similarity and used to generate new predictions. (SLD)
Descriptors: Analogy, Learning, Mathematical Models, Prediction
Peer reviewedEmbretson, Susan E. – Psychometrika, 1991
A multidimensional model is presented for measuring learning and change based on item response theory. The model specifies a Wiener simplex pattern for involvement of initial ability and one or more modifiabilities in response potential for successive measurement occasions. Properties of the model are explored for several classical issues. (SLD)
Descriptors: Ability, Change, Equations (Mathematics), Item Response Theory
Simmt, Elaine; Davis, Brent; Gordon, Lynn; Towers, Jo – International Group for the Psychology of Mathematics Education, 2003
We explore the nature and consequences of teachers' problem solving through an example of a teacher's mathematical problem solving as it was occasioned by a student's mathematics. This illustration demonstrates the value of an interpretive framework that points to the mathematics of the classroom as a collective. Arising from this exploration is…
Descriptors: Problem Solving, Mathematics Teachers, Mathematics Instruction, Computation


