Teresa Rojano
Teresa Rojano has a total of 5 co-authors. Here are the top co-authors by number of shared publications:
- Armando Solares-Rojas
Unit of Mathematics Education
1 shared publication Eugenio Filloy
CINVESTAV, México
1 shared publication- Eugenio Filloy
Centro de Investigación y de Estudios Avanzados (Cinvestav) IPN, México
1 shared publication - Luis Puig
Universitat de València
1 shared publication Montserrat García-Campos
‡ Academic Area 4, Universidad Pedagógica Nacional (UPN), Carretera al Ajusco No. 24 Col. Héroes de Padierna Del. Tlalpan, C.P. 14200, México, D.F.
1 shared publication
Latest Publications
- 29 April 2016
- Published by Oxford University Press (OUP) in Teaching Mathematics and its Applications: An International Journal of the IMA
- Vol. 36 (1) , 18-30
Teaching mathematics with intelligent support in natural language. Tertiary education students working with parametrized modelling activities
This article reports the outcomes of a study that seeks to investigate the role of feedback, by way of an intelligent support system in natural language, in parametrized modelling activities carried out by a group of tertiary education students. With such a system, it is possible to simultaneously display on a computer screen a dialogue window and a window with a microworld that are dynamically hot-linked to each other. While users work in the microworld, they can enter into dialogue with the system in natural language. The article discusses the case of one pair of participating students. In their case, the feedback provided by the intelligent support and by the microworld at key moments of the modelling activities, such as understanding the phenomenon, building the model or predicting, was crucial to their ability to build a spreadsheet model and, consequently, to their understanding of the long-term behaviour of the phenomenon being modelled.
- 29 April 2016
- Published by Oxford University Press (OUP) in Teaching Mathematics and its Applications: An International Journal of the IMA
- Vol. 36 (1) , 18-30
Teaching mathematics with intelligent support in natural language. Tertiary education students working with parametrized modelling activities
This article reports the outcomes of a study that seeks to investigate the role of feedback, by way of an intelligent support system in natural language, in parametrized modelling activities carried out by a group of tertiary education students. With such a system, it is possible to simultaneously display on a computer screen a dialogue window and a window with a microworld that are dynamically hot-linked to each other. While users work in the microworld, they can enter into dialogue with the system in natural language. The article discusses the case of one pair of participating students. In their case, the feedback provided by the intelligent support and by the microworld at key moments of the modelling activities, such as understanding the phenomenon, building the model or predicting, was crucial to their ability to build a spreadsheet model and, consequently, to their understanding of the long-term behaviour of the phenomenon being modelled.
- 4 June 2014
- Published by Springer Nature in Educational Studies in Mathematics
- Vol. 87 (3) , 389-407
Intertextuality and sense production in the learning of algebraic methods
- 4 June 2014
- Published by Springer Nature in Educational Studies in Mathematics
- Vol. 87 (3) , 389-407
Intertextuality and sense production in the learning of algebraic methods
- 1 January 2010
- Published by National Council of Teachers of Mathematics in Journal for Research in Mathematics Education
- Vol. 41 (1) , 52-80
Problems Dealing With Unknown Quantities and Two Different Levels of Representing Unknowns
This article centers on studying the progress of algebraic syntax once students have surmounted initial obstacles found in the transition toward symbolic algebra. It specifically analyzes students' progress concerning the operation on the unknown, when the latter is represented by an expression that involves a 2nd unknown. In curricular terms, students face such a situation when they learn the classic methods to solve systems involving 2 linear equations with 2 unknowns. Results from this empirical study show that extending previous algebraic syntax to the 2nd tier of representation of the unknown requires fundamental reconceptualizations such as that of algebraic equalization and that of mathematical unknown.
- 1 January 2010
- Published by National Council of Teachers of Mathematics in Journal for Research in Mathematics Education
- Vol. 41 (1) , 52-80
Problems Dealing With Unknown Quantities and Two Different Levels of Representing Unknowns
This article centers on studying the progress of algebraic syntax once students have surmounted initial obstacles found in the transition toward symbolic algebra. It specifically analyzes students' progress concerning the operation on the unknown, when the latter is represented by an expression that involves a 2nd unknown. In curricular terms, students face such a situation when they learn the classic methods to solve systems involving 2 linear equations with 2 unknowns. Results from this empirical study show that extending previous algebraic syntax to the 2nd tier of representation of the unknown requires fundamental reconceptualizations such as that of algebraic equalization and that of mathematical unknown.