MA353, Spring 2012

This is the course website for MA353, Spring 2012 with instructor Caleb Eckhardt

Exam Stuff

  • Our second exam will be on Wednesday, April 18 from 8-10 PM in MATH 175. There will be no class on Friday, April 20th.
  • Our first exam will be on Tuesday, February 28 from 8-10 PM in ARMS 1010. There will be no class on Wednesday, Feb. 29th. The exam will cover all of the material we've covered in class from the first day until February 24.

    Useful Documents

    1. The syllabus for our course.

      2. Homework


      Put your name and meeting time at the top of each assignment

      Assignments/Solutions

    2. Solutions for HW due 4-13.
    3. Solutions for HW due 4-9.
    4. Homework 7
      Due Friday, April 13.
    5. Homework 6
      Due Monday, April 9.
    6. Solutions for HW due 3-26.
    7. Solutions for HW due 3-9.
    8. Homework 5
      Due Monday, March 26.
    9. Homework 4
      Due Friday, March 9.
    10. Page 379, #24. Pages 392-6, #2,5,29
      Due Friday, March 9.
    11. Solutions for HW due 2-24.
    12. Solutions for HW due 2-1 and 2-10.
    13. Solutions for HW due 2-17.
    14. Page 367, 14. Page 375, 6,10,17(omit part (f)),19.
      Due Friday, Feb. 24.
    15. If you have a legitimate conflict (for example if you have another exam scheduled then) with our exam time, then email me.
      Due Friday, Feb. 17.
    16. Page 366, 2b,3b,6,7,8.
      Due Friday, Feb. 24.
    17. Page 495, 1 (usual directions..prove or give counterexample), 2b,2d,3b,3d.
      Due Friday, Feb. 17.
    18. Homework 3 and Page 512 #13,14,15 (Forget about "Characterize all such operators" on problem 15)
      Due Friday, Feb. 17.
    19. It looks like the classes have voted for a night exam. If you have any specific dates that you can't make a night exam, email me by Friday. I'm thinking exam 1 will be towards the end of February.
      Due Friday, Feb. 10.
    20. Homework 2
      Due Friday, Feb. 10.
    21. Page 322, 2(Prove or disprove that each is an invariant subspace),5,6b,6d,18.
      Due Friday, Feb. 10.
    22. Page 321, 1 (If the statement is true, then prove it. If the statement is false, then provide a counterexample), 13, 20.
      Due Wednesday, Feb. 1.
    23. Page 258-9, 8(b),15(a). Page 279-81 1 (If the statement is true, then prove it. If the statement is false, then provide a counterexample), 3(a) and 12.
      Due Wednesday, Feb. 1.
    24. Page 256, #1: If the statement is true, then prove it. If the statement is false, then provide a counterexample.
      Due Wednesday, Jan. 25.
    25. Homework 1
      Due Wednesday, Jan. 25.
    26. Read the syllabus and make sure you're familiar with the topics from MA351(listed on the syllabus).