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MATH 446-646: Topology

  • Syllabus

  • Review sheet for test 1.

  • Review sheet for test 2.
    • Homework Assigments:

  • HW 1: 1.2. #2, 1.3. #1, 1.4. # 1-5. Due on Wed. Jan. 17

  • HW 2: 1.6. # 2, 5, 6, 7. Due on Wed. Jan. 17

  • HW 3: 1.7. # 2, 4, 5. Due on Wed. Jan. 24

  • HW 4: 1.10. # 2, 4. Due on Wed. Jan. 24

  • HW 5: 2.2. # 3, 5, 7, 8. Due on Wed. Jan. 31

  • HW 6: 2.3. # 1, 2, 3. Due on Wed. Jan. 31

  • HW 7: 2.4. # 1, 2, 4, 6. Due on Wed. Jan. 31

  • HW 8: 2.5. # 1, 4, 5. Due on Wed. Feb. 7

  • HW 9: 2.7. # 7, 8. Due on Wed. Feb. 14

  • HW 10: Let T be the collection of subsets of R such that (R-A) is denumerable or (R-A)=R. Prove that (R,T) is a topology. Due on Wed. Feb. 14

  • HW 11: 3.4. # 2, 8, 9, 12, 13. Due on Wed. Feb. 21

  • HW 12: 3.6. # 2, 8. Due on Wed. March 7

  • HW 13: 3.7. # 2, 4. Due on Wed. March 7

  • HW 14: 3.8. # 2 (read Example 3 first). Due on Wed. March 21

  • HW 15: Spring break assignment. Click here to get the assignment. The topology review will help you solve the exercises. Click here to get the review sheet. Due on Wed. March 21

  • HW 16: 4.2. # 1, 3, 5. Due on Wed. March 28

  • HW 17: 4.3. # 1, 2, 3. Due on Wed. March 28

  • HW 18: 4.4. # 2. Due on Wed. March 28

  • HW 19: Assigment given in class. Due on Wed. April 4

  • HW 20: 5.2. # 2,3,4. Due on Wed. April 11

  • HW 21: Assigment given in class. Due on Wed. April 11

  • Review for Exam II: click here to get the review sheet.