In the present paper we explain the well-known Euler formula for solids, as an interesting argument to be dealt with students, in order to point out that in mathematics, and particularly in geometry, there are many different ways to investigate objects. It is also explained with examples the topological reason for which, in defining the Euler Characteristic of a polyhedral surface in the space, it is necessary to use a triangulation, instead of a general tassellation
For well-composed (manifold) objects in the 3D cubical grid, the Euler characteristic is equal to ha...
The mathematically gifted elementary students ’ revisiting of Euler’s polyhedron theore
Polyhedra are geometric solids formed by a finite number of polygons they can be convex or non-convex...
Educação Superior::Ciências Exatas e da Terra::MatemáticaLet the number of vertices, edges, and face...
O objetivo principal deste trabalho é o estudo da característica da Euler de poliedros, superfícies ...
Euler characteristic is a topological invariant, a number that describes the shape or structure of a...
Este trabalho baseia-se no estudo dos Poliedros e o Teorema de Euler, aplicando estratégias de ensin...
Um tema de estudo do ensino médio ́e a relação entre os números de vértices, arestas e faces, para p...
In this paper we analyze the Euler Relation generally using as a means to visualize the fundamental ...
Praca dyplomowa jest o twierdzeniu Eulera o wielościanach. Praca napisana na podstawie oryginalnych ...
International audienceTo solve differential equations and study transcendental curves appearing in p...
The role of the Euler characteristic inconfirmation of two independent forms of azeotropy rule and i...
In Slovenian elementary schools the curriculum addresses only the simplest polyhedra, such as prisms...
This paper explores how the constructions of mathematically gifted fifth and sixth grade students us...
In this paper we consider motion of an object in a plane to provide a mechanical interpretation of E...
For well-composed (manifold) objects in the 3D cubical grid, the Euler characteristic is equal to ha...
The mathematically gifted elementary students ’ revisiting of Euler’s polyhedron theore
Polyhedra are geometric solids formed by a finite number of polygons they can be convex or non-convex...
Educação Superior::Ciências Exatas e da Terra::MatemáticaLet the number of vertices, edges, and face...
O objetivo principal deste trabalho é o estudo da característica da Euler de poliedros, superfícies ...
Euler characteristic is a topological invariant, a number that describes the shape or structure of a...
Este trabalho baseia-se no estudo dos Poliedros e o Teorema de Euler, aplicando estratégias de ensin...
Um tema de estudo do ensino médio ́e a relação entre os números de vértices, arestas e faces, para p...
In this paper we analyze the Euler Relation generally using as a means to visualize the fundamental ...
Praca dyplomowa jest o twierdzeniu Eulera o wielościanach. Praca napisana na podstawie oryginalnych ...
International audienceTo solve differential equations and study transcendental curves appearing in p...
The role of the Euler characteristic inconfirmation of two independent forms of azeotropy rule and i...
In Slovenian elementary schools the curriculum addresses only the simplest polyhedra, such as prisms...
This paper explores how the constructions of mathematically gifted fifth and sixth grade students us...
In this paper we consider motion of an object in a plane to provide a mechanical interpretation of E...
For well-composed (manifold) objects in the 3D cubical grid, the Euler characteristic is equal to ha...
The mathematically gifted elementary students ’ revisiting of Euler’s polyhedron theore
Polyhedra are geometric solids formed by a finite number of polygons they can be convex or non-convex...