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Instructor: |
Bernard Shiffman, Krieger 410 Office hours:
Mon., Wed. 3:00-4:00 |
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TA: |
Jordan Paschke, jpaschke@math.jhu.edu, Krieger 201 |
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Lecture: |
MW 1:30-2:45,
Maryland 309 |
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Section: |
F 1:30-2:20,
Maryland 309 |
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Text: |
Carothers, Real
Analysis, Cambridge University
Press, 2000 |
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Prerequisite: |
110.415 |
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Grading: |
weekly homework
assignments (50%), midterm exam (20%), final exam (30%) |
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Homework: |
Since the
purpose of the homework is to gain better understanding of the material, you
may discuss the homework with other students, but you must write up the
homework solutions on your own. Copying homework from another student or from
any other source is a violation of academic integrity. Homework will be
assigned each week and will be due the following Monday in class. No late
homework will be accepted for any reason, including excused absence.
Missing or late homework will be given a grade of 0; to allow for one absence
or other circumstances, the lowest homework grade will be dropped. |
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Exam dates: |
Midterm:
Monday, March 13, 1:30-2:45. Final exam: Thursday,
May 11, 9:00-12:00. |
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Course
policy: |
You are expected to attend and
actively participate in lecture and section meetings. Check your email
regularly; announcements related to the course will be sent to your JHU email
address. Finally, please silence cell phones and refrain from text messaging
or using electronic devices during class. |
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How to get
the most out of the class: |
Complete the reading before the lecture. Questions are
encouraged during class; if there is something you don't understand or are
unsure of, speak up! Begin the homework before
the section, so you can get help with any problems you're having trouble
with. I also encourage you to come to office hours for help anytime you have
questions. |
Information for students with disabilities: Any student with a
disability who may need accommodations in this class must obtain an
accommodation letter from Student Disability Services, 385 Garland, (410)516-4720,
studentdisabilityservices@jhu.edu.
The following syllabus may be modified as the semester
progresses. Be sure to check this page
for updates before starting work on any assignment.
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Week |
Lectures |
Reading |
Assignment |
Date Due |
|
1. |
Jan. 30, Feb.
1 |
review
Chapter 12 |
Ch. 12: 3, 10, 18,
21, 23, 26 |
Feb. 10 |
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2. |
Feb. 6, 8 |
Chapter 13
(omit 13.13-13.16) |
Ch. 13: 3, 5, 7, 11,
14 |
Feb. 15 |
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3. |
Feb. 13, 15 |
pp. 214-226 in
Chapter 14 |
Ch. 13: 16, 19 Ch. 14: 3, 6, 7, 9,
11, 25, 26 |
Feb. 20 |
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4. |
Feb. 20, 22 |
14.18-14.22 begin Chapter
16 |
Ch. 14: 29, 50, 51 Ch. 16: 9, 10, 16, 17 |
Feb. 27 |
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5. |
Feb. 27, Mar.
1 |
continue
Chapter 16 |
Ch. 16: 28, 39,
40, 42ab, 53 |
Mar.
6 |
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6. |
Mar. 6, 8 |
finish
Chapter 16 |
Ch. 16: 59, 60, 61,
64, 65 |
Mar. 15 |
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7. |
Mar. 15 |
Midterm March 13
- begin
Chapter 17 |
no assignment |
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Spring Break |
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8. |
Mar. 27, 29 |
finish
Chapter 17 |
Ch. 17: 4, 6, 14,
15, 19, 31, 33, 36 |
Apr. 3 |
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9. |
Apr. 3, 5 |
begin Chapter
18 |
Ch. 18: 3, 6, 9, 10,
11, 18, 22 |
Apr. 10 |
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10. |
Apr. 10, 12 |
finish
Chapter 18 |
Ch. 18: 23, 24, 27,
43, 61 |
Apr. 17 |
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11. |
Apr. 17, 19 |
Chapter 15 |
Ch. 15: 2, 3, 6, 7,
10 |
Apr. 24 |
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12. |
Apr. 24, 26 |
Chapter 19
(omit pp. 337-341) |
Ch. 19: 24, 33, 43,
46, 49 |
May 1 |
|
13. |
May 1, 3 |
supplementary material: Lebesgue integral on Rn |
Extra credit: Folland, p. 27: 6, 12 |
May
11 |
Last updated 3/29/2017