In [11] and [12] (textbooks for teachers’ training colleges written by B. Pelle) isometry and similarity are defined not in the classical way but as a product. We continue this way of definition refer to the affine transformation and collineation, and study the fundamental theorems of these mappings analogously to those of isometry and similarity. AMS Classification Number: 00A35 (ZDM: G55, G59
This diploma dissertation is dedicated to applications of geometrical mappings. It is intended as a ...
Includes bibliographical references (page 50)This paper studies Euclidean plane geometry from the po...
Until recent years the content of most high school geometry courses was essentially the same from sc...
Geometric transformations have been included in school programs sincelong now. However, being this t...
Axioms of Euclidean Plane Geometry The Existence and Incidence Postulates The Distance and Ruler Pos...
The topic of Geometric transformation is topic number 10 out of 11 topics on the national ordinary l...
In summary, it should be stressed that the numerous examples of this paper are important only in so ...
General collinear planes whose double straight line is at infinity are affine collinear planes. Aff...
This work is intended for high school and university students and their teachers who want to learn o...
The subject of collinearity of 3 points on a line is challenging for 7th- grade students. This artic...
The contribution illustrates a constructivist approach to the teaching of geometrical transformation...
The use and application of geometric transformations is a fundamental standard for the Common Core S...
Analytical geometry widely uses the apparatus of linear algebra, it is, of course, its natural appli...
Knowledge about plane geometryHjelmslev's Theorem states: If two line segments are related to each o...
The paper deals with basic isometries in plane from the point view of the teaching of geometry at pr...
This diploma dissertation is dedicated to applications of geometrical mappings. It is intended as a ...
Includes bibliographical references (page 50)This paper studies Euclidean plane geometry from the po...
Until recent years the content of most high school geometry courses was essentially the same from sc...
Geometric transformations have been included in school programs sincelong now. However, being this t...
Axioms of Euclidean Plane Geometry The Existence and Incidence Postulates The Distance and Ruler Pos...
The topic of Geometric transformation is topic number 10 out of 11 topics on the national ordinary l...
In summary, it should be stressed that the numerous examples of this paper are important only in so ...
General collinear planes whose double straight line is at infinity are affine collinear planes. Aff...
This work is intended for high school and university students and their teachers who want to learn o...
The subject of collinearity of 3 points on a line is challenging for 7th- grade students. This artic...
The contribution illustrates a constructivist approach to the teaching of geometrical transformation...
The use and application of geometric transformations is a fundamental standard for the Common Core S...
Analytical geometry widely uses the apparatus of linear algebra, it is, of course, its natural appli...
Knowledge about plane geometryHjelmslev's Theorem states: If two line segments are related to each o...
The paper deals with basic isometries in plane from the point view of the teaching of geometry at pr...
This diploma dissertation is dedicated to applications of geometrical mappings. It is intended as a ...
Includes bibliographical references (page 50)This paper studies Euclidean plane geometry from the po...
Until recent years the content of most high school geometry courses was essentially the same from sc...