Topology (KSM1C03)
Syllabus
Topological Spaces and Continuous Functions, Connectedness and compactness, Tychonoff's theorem, Countability and Separation Axioms, normal and regular spaces, Urysohn-Tietze theorems, Complete Metric Spaces and Function Spaces, Baire Category Theorem.
Office hours
Monday 16:00 - 17:30
Classes
Tuesday 12:00 - 13:00 Wednesday 14:00 - 15:00 Thursday 09:30 - 11:30 Friday 14:00 - 15:00
Course Breakdown
Daily Notes
Nov 20, 2025 (Thu)
Nov 19, 2025 (Wed)
Nov 14, 2025 (Fri)
Nov 07, 2025 (Fri)
Nov 06, 2025 (Thu)
Nov 05, 2025 (Wed)
Oct 31, 2025 (Fri)
Oct 30, 2025 (Thu)
Oct 29, 2025 (Wed)
Oct 24, 2025 (Fri)
Oct 23, 2025 (Thu)
Oct 21, 2025 (Tue)
Oct 17, 2025 (Fri)
Oct 16, 2025 (Thu)
Sep 26, 2025 (Fri)
Sep 25, 2025 (Thu)
Sep 19, 2025 (Fri)
Sep 18, 2025 (Thu)
Sep 17, 2025 (Wed)
Sep 16, 2025 (Tue)
Sep 11, 2025 (Thu)
Sep 10, 2025 (Wed)
Sep 09, 2025 (Tue)
Aug 29, 2025 (Fri)
Aug 27, 2025 (Wed)
Aug 21, 2025 (Thu)
Aug 20, 2025 (Wed)
Aug 14, 2025 (Thu)
Aug 13, 2025 (Wed)
Aug 12, 2025 (Tue)
Assignments
Nov 12, 2025 (Wed)
Assignment 10
Deadline: Nov 21, 2025 (Fri)
Oct 31, 2025 (Fri)
Assignment 9
Deadline: Nov 11, 2025 (Tue)
Oct 24, 2025 (Fri)
Assignment 8
Deadline: Nov 04, 2025 (Tue)
Question 8 is optional
Oct 17, 2025 (Fri)
Assignment 7
Deadline: Oct 24, 2025 (Fri)
Question 7 is optional
Sep 30, 2025 (Tue)
Assignment 6
Deadline: Oct 20, 2025 (Mon)
Question 1 is optional
Sep 18, 2025 (Thu)
Assignment 5
Deadline: Oct 05, 2025 (Sun)
Sep 12, 2025 (Fri)
Assignment 4
Deadline: Oct 05, 2025 (Sun)
Question 4 is optional
Aug 27, 2025 (Wed)
Assignment 3
Deadline: Oct 05, 2025 (Sun)
Aug 21, 2025 (Thu)
Assignment 2
Deadline: Oct 05, 2025 (Sun)
Question 7, 8, 9 are optional
Aug 13, 2025 (Wed)
Assignment 1
Deadline: Aug 19, 2025 (Tue)
Question 8, 9, 10 are optional
Quizzes
Semester Exams
© Aritra Bhowmick Last updated : Jan 3, 2026