EMAp Summer Course 2023
Topologia geral e combinatória, teoria e aplicações
Last release of the notes here.
Sala: Auditório 1028
Zoom link: https://fgv-br.zoom.us/j/6442480147
First part: General topology
- 04/01 (2pm-4pm) - Lesson 1 - Topological spaces
Homework: Exercises 2, 3, 4, 8 and 10. - 09/01 (2pm-4pm) - Lesson 2 - Connectedness
Homework: Exercises 17, 21 and 22. - 11/01 (2pm-4pm) - Lesson 3 - Continuity and homeomorphisms
Homework: Exercises 26 and 27. - 16/01 (2pm-4pm) - Lesson 4 - Homotopies
Homework: Exercises 29, 32 and 37. - 18/01 (2pm-4pm) - Lesson 5 - Metric spaces
Homework: Exercises 45 and 50. - 23/01 (2pm-4pm) - Lesson 6 - Limits and completeness
Homework: Exercise 52. - 25/01 (2pm-4pm) - Lesson 7 - Compacity
- 30/01 (2pm-4pm) - Lesson 8 - Density and Baire theory
Homework: Exercises 55 and 58. - 01/01 (2pm-4pm) - Lesson 9 - Functional topology
Homework: Exercise 59.
Second part: Triangulations
- 06/02 (2pm-4pm) - Lesson 10 - Simplicial complexes
Homework: Exercises 61 and 62. - 08/02 (2pm-4pm) - Lesson 11 - Triangulations
- 13/02 (2pm-4pm) - Lesson 12 - Borsuk-Ulam theorem - Statement and consequences
- 15/02 (2pm-4pm) - Lesson 13 - Borsuk-Ulam theorem - Proof