Teaching Applications and Modelling at Tertiary Level

Author:

Alsina Claudi

Publisher

Springer US

Reference19 articles.

1. Technical Report;R.M. Crouch,2003

2. Crouch, R.M., & Haines, C.R. (2003). Mathematical modelling: transitions between the real world and the mathematical model. International Journal of Mathematics Education in Science and Technology, accepted for publication 16.9.03.

3. DeLong, M., & Winter, D. (2002). Learning to teach & teaching to learn Mathematics. Resources for professional development. MAA Notes #57.

4. Galbraith, P.L., & Haines, C.R. (1998). Disentangling the nexus: attitudes to mathematics and technology in a computer learning environment. Educational Studies in Mathematics, 36, 275–290.

5. Galbraith, P.L., & Haines, C.R. (2000). Mathematics-Computing Altitude Scales. Monographs in Continuing Education. London: City University.

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3. Undergraduate Students’ Learning of Linear Algebra Through Mathematical Modelling Routes;Canadian Journal of Science, Mathematics and Technology Education;2021-04-26

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