We'd like to understand how you use our websites in order to improve them. Register your interest. In this paper we define an involution of the hyperbolic plane corresponding to an equidistant curve and a point of its base line that keeps a certain subset of the equidistant curves invariant. Based on this mapping we present two models of the Euclidean geometry in the hyperbolic plane. This is a preview of subscription content, log in to check access.

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Category:Euclidean geometry

We have used experimental method here. We have studied geometry bases and didactical-methodological bases of geometry as well as theoretical foundation of the teaching approach Realistic Mathematics Education using the method of theoretical analysis. Our opinion is that the programme in a long lasting approach would show greater eff ect and we posed questions for further research in teaching geometry, which is more directed to development of research in measuring length, area and volume, especially in initial teaching. Anderson, J. Bartolini, B. Teaching and learning geometry in context. In: Mammana, C.


The equidistant involution of the hyperbolic plane and two models of the Euclidean plane geometry

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Apsolutna geometrija

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