Instructor: Office: Email: 
Neil Lyall Boyd GSRC 602A lyall (followed by @uga.edu) 
Time/Location: (Provisional) Office Hours: 
MWF MWF 
9:059:55 (Boyd 323) 8:209:00 & 10:0010:30 
Textbook: 
Lecture notes based on the
material covered in class will be produced as we proceed
through the semester:
Lecture Notes 

Additional References:  1. Sequences and Series,
by Malcolm Adams pdf (last updated 11/14/16) 2. Elementary Analysis, by Kenneth A. Ross (Second Edition) Free Online Version 3. Understanding Analysis, by Stephen Abbott (Second Edition) Free Online Version 

About this course: You
will find this course to be very different from the more
computationally based courses at the 2000 level (like
Calculus). This course is meant to help the transition to
the more abstract, theoretical courses at the 4000 level
and above. Not only will you be expected to learn this
material at the computational level, but you will also be
studying the proofs of the theorems and learning to write
in a rigorous mathematical style. Because you will be
looking at mathematics at a much deeper level than you may
have in the past, this course will be very challenging.
You must never settle for just ending the right answer to
a question, you must make sure that you really understand
why that answer is correct, and then, you must strive to
communicate that understanding in a clear and concise way.

Homework: 
Homework will be collected once a week.

Quizzes:  There will be a short quiz
throughout the semester, these will be announced ahead of
time in class. No make up quizzes will be given. You will be able to drop your lowest quiz score. 
Exams:  There will be three inclass
"midterm" exams and a final exam. ** dates to be determined ** 
Exam 1:  Friday 16th of February 
Exam 1 
Exam 1 Study Guide
Sample Old Exams: Version
1 Version 2
Version 3 
Exam 2:  

Exam 3: 


Final Exam: 
Monday 30th of April 8:0011:00 
Grading:  Homework/Quizzes:
10/5%

Tests: 45% (15% each) 
Final: 40% 
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.  
Attendence policy:  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 A student who incurs an excessive number of absences may be withdrawn from a class at the discretion of the professor (http://bulletin.uga.edu/bulletin/ind/attendance.html) In this class, we interpret "excessive" to mean four or more unexcused absences. 