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Course materials, 11 records found
Course materials 11 records found  1 - 10next  jump to record:
1.
4 p, 102.5 KB Topologia de varietats [100114] / Porti Pique, Joan ; Castellana, Natàlia ; Universitat Autònoma de Barcelona. Facultat de Ciències
En aquest curs introduïm els invariants algebraics més bàsics que podem associar a un espai topològic (en particular a una varietat) i que ens proporcionen una primera aproximació a les propietats globals d'aquests objectes. [...]
In this course we introduce the most basic algebraic invariants that we can associate with a topological space (particularly a va.
En este curso introducimos a los invariantes algebraicos más básicos que podemos asociar a un espacio topológico (en partic.
2023-24
Grau en Física i Grau en Matemàtiques [1286]
Grau en Matemàtiques [777]
3 documents
Detailed record - Creative Commons
2.
4 p, 102.4 KB Topologia de varietats [100114] / Porti, Joan ; Castellana, Natàlia ; Universitat Autònoma de Barcelona. Facultat de Ciències
En aquest curs introduïm els invariants algebraics més bàsics que podem associar a un espai topològic (en particular a una varietat) i que ens proporcionen una primera aproximació a les propietats globals d'aquests objectes. [...]
In this course we introduce the most basic algebraic invariants that we can associate with a topological space (particularly a va.
En este curso introducimos a los invariantes algebraicos más básicos que podemos asociar a un espacio topológico (en partic.
2022-23
Grau en Física i Grau en Matemàtiques [1286]
Grau en Matemàtiques [777]
3 documents
Detailed record - Creative Commons
3.
6 p, 108.4 KB Topologia de varietats [100114] / Pitsch, Wolfgang ; Mikhail, Thomas Jan ; Universitat Autònoma de Barcelona. Facultat de Ciències
Ever since the concept of homeomorphism was clearly defined, the "ultimate" problem in topology has been to classify topological spaces ''up to homeomorphism". That this was a hopeless undertaking was very soon apparent, the subspaces of the plane R2 being an obvious example. [...]
Ever since the concept of homeomorphism was clearly defined, the "ultimate" problem in topology has been to classify topological spaces ''up to homeomorphism". That this was a hopeless undertaking was very soon apparent, the subspaces of the plane R2 being an obvious example. [...]
Ever since the concept of homeomorphism was clearly defined, the "ultimate" problem in topology has been to classify topological spaces ''up to homeomorphism". That this was a hopeless undertaking was very soon apparent, the subspaces of the plane R2 being an obvious example. [...]
2021-22
Grau en Física i Grau en Matemàtiques [1286]
Grau en Matemàtiques [777]
3 documents
Detailed record - Creative Commons
4.
6 p, 108.4 KB Topologia de varietats [100114] / Pitsch, Wolfgang ; Rubio Nuñez, Roberto ; Universitat Autònoma de Barcelona. Facultat de Ciències
Ever since the concept of homeomorphism was clearly defined, the "ultimate" problem in topology has been to classify topological spaces ''up to homeomorphism". That this was a hopeless undertaking was very soon apparent, the subspaces of the plane R2 being an obvious example. [...]
Ever since the concept of homeomorphism was clearly defined, the "ultimate" problem in topology has been to classify topological spaces ''up to homeomorphism". That this was a hopeless undertaking was very soon apparent, the subspaces of the plane R2 being an obvious example. [...]
2020-21
Grau en Física i Grau en Matemàtiques [1286]
Grau en Matemàtiques [777]
Grau en Física i Grau en Matemàtiques [779]
3 documents
Detailed record - Creative Commons
5.
4 p, 102.2 KB Topologia de varietats [100114] / Pitsch, Wolfgang ; Durán Batalla, Juan Luis ; Universitat Autònoma de Barcelona. Facultat de Ciències
Ever since the concept of homeomorphism was clearly defined, the "ultimate" problem in topology has been to classify topological spaces ''up to homeomorphism". That this was a hopeless undertaking was very soon apparent, the subspaces of the plane R2 being an obvious example. [...]
Ever since the concept of homeomorphism was clearly defined, the "ultimate" problem in topology has been to classify topological spaces ''up to homeomorphism". That this was a hopeless undertaking was very soon apparent, the subspaces of the plane R2 being an obvious example. [...]
2019-20
Grau en Matemàtiques [777]
3 documents
Detailed record - Creative Commons
6.
4 p, 74.9 KB Topologia de varietats [100114] / Pitsch, Wolfgang ; Durán Batalla, Juan Luis ; Universitat Autònoma de Barcelona. Facultat de Ciències
Ever since the concept of homeomorphism was clearly defined, the "ultimate" problem in topology has been to classify topological spaces ''up to homeomorphism". That this was a hopeless undertaking was very soon apparent, the subspaces of the plane R2 being an obvious example. [...]
Ever since the concept of homeomorphism was clearly defined, the "ultimate" problem in topology has been to classify topological spaces ''up to homeomorphism". That this was a hopeless undertaking was very soon apparent, the subspaces of the plane R2 being an obvious example. [...]
2018-19
Grau en Matemàtiques [777]
3 documents
Detailed record - Creative Commons
7.
3 p, 72.8 KB Topologia de varietats [100114] / Ruíz Cirera, Albert ; Castellana, Natàlia (Universitat Autònoma de Barcelona. Departament de Matemàtiques) ; Universitat Autònoma de Barcelona. Facultat de Ciències
Ever since the concept of homeomorphism was clearly defined, the "ultimate" problem in topology has been to classify topological spaces ''up to homeomorphism". That this was a hopeless undertaking was very soon apparent, the subspaces of the plane R2 being an obvious example. [...]
2017-18
Grau en Matemàtiques [777]  
Detailed record - Creative Commons
8.
3 p, 72.8 KB Topologia de varietats [100114] / Ruíz Cirera, Albert ; Universitat Autònoma de Barcelona. Facultat de Ciències
Ever since the concept of homeomorphism was clearly defined, the "ultimate" problem in topology has been to classify topological spaces ''up to homeomorphism". That this was a hopeless undertaking was very soon apparent, the subspaces of the plane R2 being an obvious example. [...]
2016-17
Grau en Matemàtiques [777]  
Detailed record - Creative Commons
9.
4 p, 101.8 KB Topologia de varietats [100114] / Ruíz Cirera, Albert ; Universitat Autònoma de Barcelona. Facultat de Ciències
Ever since the concept of homeomorphism was clearly defined, the "ultimate" problem in topology has been to classify topological spaces ''up to homeomorphism". That this was a hopeless undertaking was very soon apparent, the subspaces of the plane R2 being an obvious example. [...]
2014-15
Grau en Matemàtiques [777]  
Detailed record - Creative Commons
10.
3 p, 100.5 KB Topologia de varietats [100114] / Broto Blanco, Carlos (Universitat Autònoma de Barcelona. Departament de Matemàtiques) ; Universitat Autònoma de Barcelona. Facultat de Ciències
Ever since the concept of homeomorphism was clearly defined, the "ultimate" problem in topology has been to classify topological spaces ''up to homeomorphism". That this was a hopeless undertaking was very soon apparent, the subspaces of the plane R2 being an obvious example. [...]
2013-14  
Detailed record - Creative Commons

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