in PortugueseWe introduce the Euler-Poincaré's characteristic with an elementary way and historically. We explain also why one should call Descartes-Poincaré characteristic instead of the Euler-Poincaré's characteristic. All the considered spaces are compact and without boundary. We work essentially on smooth and oriented surfaces . However, we work also on singular and non-oriented surfaces. We provide also the results which may be extended for the case of superior dimension
In this article an overview of the history of surface topology is given. From the Euler-formula, to ...
In the present paper we explain the well-known Euler formula for solids, as an interesting argument...
We compute (algebraically) the Euler characteristic of a complex of sheaves with constructible cohom...
in PortugueseWe introduce the Euler-Poincaré's characteristic with an elementary way and historicall...
An elementary proof of the following theorem is given: THEOREM. Let M be a compact connected surface...
Este trabalho aborda o Teorema de Euler para poliedros. Apresentamos fatos históricos relacionados a...
Neste trabalho, estudamos diferentes construções e propriedades das classes características de varie...
O objetivo principal deste trabalho é o estudo da característica da Euler de poliedros, superfícies ...
We express the Euler-Poincaré characteristic of a semi-algebraic set, which is the intersection of a...
Um tema de estudo do ensino médio ́e a relação entre os números de vértices, arestas e faces, para p...
A new formula is established to evaluate the Euler-Poincare ́ characteristic of a polyconvex subset ...
Surfaces are a special class of topological spaces that crop up in many places in the world of mathe...
We express the Euler-Poincare ́ characteristic of a semi-algebraic set, which is the intersection of...
LET M be a surface of negative Euler characteristic, possibly with boundary, which is either compact...
To appear in: Bull. Australia Math. SocConsiglio Nazionale delle Ricerche - Biblioteca Centrale - P....
In this article an overview of the history of surface topology is given. From the Euler-formula, to ...
In the present paper we explain the well-known Euler formula for solids, as an interesting argument...
We compute (algebraically) the Euler characteristic of a complex of sheaves with constructible cohom...
in PortugueseWe introduce the Euler-Poincaré's characteristic with an elementary way and historicall...
An elementary proof of the following theorem is given: THEOREM. Let M be a compact connected surface...
Este trabalho aborda o Teorema de Euler para poliedros. Apresentamos fatos históricos relacionados a...
Neste trabalho, estudamos diferentes construções e propriedades das classes características de varie...
O objetivo principal deste trabalho é o estudo da característica da Euler de poliedros, superfícies ...
We express the Euler-Poincaré characteristic of a semi-algebraic set, which is the intersection of a...
Um tema de estudo do ensino médio ́e a relação entre os números de vértices, arestas e faces, para p...
A new formula is established to evaluate the Euler-Poincare ́ characteristic of a polyconvex subset ...
Surfaces are a special class of topological spaces that crop up in many places in the world of mathe...
We express the Euler-Poincare ́ characteristic of a semi-algebraic set, which is the intersection of...
LET M be a surface of negative Euler characteristic, possibly with boundary, which is either compact...
To appear in: Bull. Australia Math. SocConsiglio Nazionale delle Ricerche - Biblioteca Centrale - P....
In this article an overview of the history of surface topology is given. From the Euler-formula, to ...
In the present paper we explain the well-known Euler formula for solids, as an interesting argument...
We compute (algebraically) the Euler characteristic of a complex of sheaves with constructible cohom...