The course offers an introduction to General Topology.
The course aims to introduce the student to the foundations of the General Topology, with particular attention to the concepts of continuity, connectivity and compactness.
At the end of the course, students will have a good understanding of the fundamental notions of General Topology, such as continuity, separation axioms, connectedness, compactness, metrizability.
The courses of the first year of our Laurea in Matematica.
Traditional method: lectures in presence.
1. V. Checcucci, A. Tognoli, A. Vesentini, Lezioni di topologia generale, Feltrinelli, 1968;
2. M. Manetti, Topologia, seconda edizione, Springer, 2014;
3. S. Willard, General topology, Dover, 2004.
Ricevimento: By appointment.
Ricevimento: See Aulaweb
MATTEO PENEGINI (President)
FRANCESCO VENEZIANO
FABIO TANTURRI (President Substitute)
Written and oral exam.
The written part of the exam will consist in exercises on the contents of the course.
The oral part of the exam will be based on the contents of the course and will assess the overall knowledge of the student.