Lecturer

Prof. Boris Tsirelson, School of Mathematical Sciences.

Time and place

Wednesday 14-16 Schreiber 008;
Thursday 11-12 Schreiber 008.

Instructor

Naomi Feldheim

Prerequisites

Introduction to set theory; (infinitesimal) calculus 1.

Grading policy

The final exam.

TOPICS

1. General topology.
2. Elements of algebraic topology.
3. Elements of geometric topology.

HOMEWORK

1. (of 21.10) problems, solutions.
2. (of 28.10) problems, solutions.
3. (of 04.11) problems, solutions.
4. (of 11.11) problems, solutions.
5. (of 18.11) problems, solutions.
6. (of 25.11) problems, solutions.
7. (of 02.12) problems, solutions.
8. (of 09.12) problems, solutions.
9. (of 16.12) problems, solutions.
10. (of 23.12) problems, solutions.
11. (of 30.12) problems, solutions.
12. (of 06.01) problems, solutions.
13. (of 13.01) problems, solutions.

TEXTBOOKS

• O.Ya. VIRO, O.A. IVANOV, N.Yu. NETSVETAEV, V.M. KHARLAMOV, "Elementary topology: problem textbook" (Amer. Math. Soc., 2008).
• James R. MUNKRES, "Topology" (second edition, Prentice Hall, 2000).
• John M. LEE, "Introduction to topological manifolds" (Springer, 2000).

EXAMS (in Hebrew)

• 25.12.2009, mid-term
• 2010, sample
• 16.02.2010
• 08.08.2010

LECTURE NOTES BY STUDENTS (in Hebrew)

• Yoav Shany
• Ezer Rasin (PDF file, 30 Mb)
• Ezer Rasin, summary of general topology (google docs)