• 検索結果がありません。

DG08: TOWARDS NEW PERSPECTIVES AND NEW METHODOLOGIES FOR THE USE OF TECHNOLOGY IN MATHEMATICS EDUCATION

N/A
N/A
Protected

Academic year: 2022

シェア "DG08: TOWARDS NEW PERSPECTIVES AND NEW METHODOLOGIES FOR THE USE OF TECHNOLOGY IN MATHEMATICS EDUCATION"

Copied!
1
0
0

読み込み中.... (全文を見る)

全文

(1)

PME28 – 2004 1–265

DG08: TOWARDS NEW PERSPECTIVES AND NEW METHODOLOGIES FOR THE USE OF TECHNOLOGY IN

MATHEMATICS EDUCATION

Bibi Lins

UNESP

Victor Giraldo UFRJ

Luiz Mariano Carvalho UERJ

Laurie Edwards Saint Mary’s College Various research studies on the use of technology in Mathematics Education have explored different conceptual frameworks and methodologies for analysing teaching and learning situations in microworlds environment. Early research using more essentialist perspectives (taking technologies as given) often worked within a narrow model. Later research involving more anti-essentialist perspectives (taking

technologies as problematic), such as social shaping, cultural studies and actor network models of epistemology, tried to understand the role of technology in educational settings. This discussion group seeks to initiate a dialogue that moves away from current methods and frameworks to new perspectives and new

methodologies for considering the use of technology in mathematical education. We are particularly interested in developing international, and possibly alternative, anti- essentialist perspectives that would help us to understand the role of designers, technology and users of technology, such as mathematics teacher educators, teachers and students.

Questions for Discussion

1. What perspectives are used to investigate the use of technology in Mathematics Education in different countries?

2. How would new perspectives allow us to re/think the role of users of technology?

3. What new methodologies would enable us to investigate difficult issues concerning teaching and learning situations in microworlds environment?

Discussion Sessions

We will begin with short presentations about emerging perspectives on the study of the use of technology in Mathematics Education, leading to discussion of the above questions. All participants are encouraged to elicit what problems remain that need to be addressed by research. We intend to form a network of participants to continue discussion via email and possibly develop joint research projects.

参照

関連したドキュメント

The aim of the present note is to establish new integral inequalities, provid- ing approximation formulae which can be used to estimate the deviation of the product of two

In the present paper, first we determine the extreme points of the class Q(α, β, γ), then we find the coefficient bounds and radius of univalency for functions belonging to this

The author uses certain property of convex functions to prove Bernoulli’s inequality and to obtain a simple proof of monotonicity of power means.. Key words and phrases: Power

However, in the case of our new inequality (1.3), although the result of doing so would be correct, it would add nothing since the left side of the modulus form, when opened, is

In the following, we will see that by using the property of convexity one can also deduce Hölder’s inequality directly from the Cauchy-Schwarz inequality.. It suffices to assume f, g

In this paper, we obtain a class of refined Carleman’s Inequalities with the arithmetic- geometric mean inequality by decreasing their weight coefficient.. Key words and

A lemma of considerable generality is proved from which one can obtain inequali- ties of Popoviciu’s type involving norms in a Banach space and Gram determinants.. Key words

It might not be capable of proving difficult inequalities that are of interest in their own right (Turán’s inequality seems to be exceptional in this respect), but it might be