| Instructor: Office: E-mail: |
Neil Lyall Boyd 602A lyall (followed by @uga.edu) |
Time/Location: Office Hours: |
TR TW WF |
12:30-1:45 (Boyd
303) 5:00-6:00 (provisionally) 12:15-1:15 (provisionally) |
| Principle Textbook: | Principles of Mathematical
Analysis, by Walter Rudin (Third Edition) Note: Solutions to the problems in this text can be found here |
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| Secondary Text: |
Understanding Analysis,
by Stephen Abbott |
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| Topics: |
Roughly Chapters 1-8 of Rudin + Extra Topics |
| Homework: |
Homework will be assigned
on an essentially weekly basis, see below: |
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| Exams: | There will be two in-class
"Midterm" Exams as well as a Final Examination **
dates to be determined** |
| Exam 1: | Thursday the 5th of October |
Exam 1 |
Exam 1 Material and Review
Old Exam 1 Older Exam 1 |
Handout 1 (on infinite series) |
| Exam 2: | Tuesday the 14th of November |
Exam 2 | Exam 2 Material and Review
(including old exam questions) |
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| Final Exam: | Tuesday the 12th of December from 12:00-3:00 | |
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| Grading: | Homework: 10% |
Tests: 40% (20% each) |
Final:
50% |
| For full credit, full work must always be shown. Any absence on a test day will result in a test grade of 0. It will be possible to make up for a missed test only if documented justification for the absence is provided. | |||
| Attendance Policy:
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The
official attendance policy of the university states: Students are expected to attend classes regularly. A student who incurs an excessive number of absences may be withdrawn from a class at the discretion of the professor (http://bulletin.uga.edu/bulletin/ind/attendance.html) In this class, we interpret "excessive" to mean TWO or more unexcused absences. |
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