The journal 'Új Pedagógiai Szemle' belongs to University of Miskolc
Professional contributor: Hungarian Pedagogical Association
ISSN 1215-1807 (Printed)
ISSN 1788-2400 (Online)
INDEX 25701br>DOI-prefix: 10.71157

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Vol. 76
(2026)
Issue 03-04
The Generation of Curves via Superposition – Dynamic Curve Constructions in a Logo-Based Microworld
DATE OF PUBLISHING: 2026-05-13
SECTION: Műhely
AUTHOR:
FARKAS, KÁROLY
a neveléstudomány kandidátusa
KEYWORDS: mathematics education; curves; Logo; turtle geometry

ABSTRACT (FULL-TEXT IN HUNGARIAN!)

In mathematics education, understanding curves becomes second nature when students encounter not the finished shape, but the movements that create it. Logo pedagogy provides an ideal methodological framework for such learning and teaching activities. This article supports this claim with practical examples and demonstrations.

REFERENCES

Abelson, H. és diSessa, A. (1986): Turtle Geometry. The Computer as a Medium for Exploring Mathematics. MIT Press, Cambridge, MA.
Farkas K. (2011): Játékos teknőcgeometria. Szak, Bicske.
Papert, S. (1980; 1993): Mindstorms: Children, Computers, and Powerful Ideas. Basic Books, New York.
FULL-TEXT (HU) ►
COPY REFERENCE ▼
Farkas K. (2026): The Generation of Curves via Superposition – Dynamic Curve Constructions in a Logo-Based Microworld. Új Pedagógiai Szemle. 76. 03–04. sz., 124–131. DOI: 10.71157/upsz.2026.03-04.08
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