Francisco Cordero
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Publication
Featured researches published by Francisco Cordero.
International Journal of Mathematical Education in Science and Technology | 2010
Kien H Lim; Gabriela Buendía; Ok Kyeong Kim; Francisco Cordero; Lisa Kasmer
The prevalence of prediction in grade-level expectations in mathematics curriculum standards signifies the importance of the role prediction plays in the teaching and learning of mathematics. In this article, we discuss benefits of using prediction in mathematics classrooms: (1) students’ prediction can reveal their conceptions, (2) prediction plays an important role in reasoning and (3) prediction fosters mathematical learning. To support research on prediction in the context of mathematics education, we present three perspectives on prediction: (1) prediction as a mental act highlights the cognitive aspect and the conceptual basis of ones prediction, (2) prediction as a mathematical activity highlights the spectrum of prediction tasks that are common in mathematics curricula and (3) prediction as a socio-epistemological practice highlights the construction of mathematical knowledge in classrooms. Each perspective supports the claim that prediction when used effectively can foster mathematical learning. Considerations for supporting the use of prediction in mathematics classrooms are offered.
International Journal of Mathematical Education in Science and Technology | 2013
Gabriela Buendía; Francisco Cordero
In this article, we present a discussion on the role of graphs and its significance in the relation between the number of initial conditions and the order of a linear differential equation, which is known as the initial value problem. We propose to make a functional framework for the use of graphs that intends to broaden the explanations of the traditional analytical frames that are widely favoured in school mathematics. As a result, the different forms and functions of graphs support their redefinition in a specific situation of the initial conditions. To that end, graphs are presented as a means to explore the nature of differential equations; thus, considering an epistemology based on the uses of graphs to explain the construction of mathematical knowledge.
The Journal of Mathematical Behavior | 1997
Julie M. Clark; Francisco Cordero; Jim Cottrill; Bronislaw Czarnocha; David J. DeVries; Denny St. John; Georgia Tolias; Draga Vidakovic
Educational Studies in Mathematics | 2005
Gabriela Buendía; Francisco Cordero
Archive | 2005
Francisco Cordero
Archive | 2005
Francisco Cordero; Rebeca Flores
Archive | 2005
Francisco Cordero; Liliana Suárez
Archive | 2010
Karla Gómez; Francisco Cordero
Archive | 2010
Héctor Silva; Francisco Cordero
Archive | 2009
Karla Gómez; Francisco Cordero