Textbook:
R. Haberman, Mathematical Models, SIAM Paperback
Webpage:
http://www.math.ucla.edu/~mccalla/142.1.12f/index.html
Office Hours:
Office: MS 7380
Phone: (310) 825-9369
Hours: M 10:00-11:00, W 8:30-9:00, 10:30-12:00
Email: smccalla_AT_ucla_DOT_edu
The office hours are subject to change, and all changes will be posted in the announcement section of the website and mentioned in class. For any help on the homework, please come to the instructor's or the TA's office hours. Mathematical questions are difficult to answer by email. For any other sort of question or to schedule an appointment, feel free to use email.
Homework:
Homework will be assigned weekly and posted on the website. The problems will help you to learn the material
and it is important that you understand how to do all of them. Homework is due on Friday at the end of class unless
otherwise noted on the website. All chapter and problem numbers refer to the textbook. No late homework will be accepted and no make up assignments will be given,
but the lowest scoring assignment will be dropped when calculating your final homework score. You may work together, but
everyone is expected to write up their solutions individually. Homework must be stapled
and clearly labeled with your name, and ID. Do not use tape or paperclips
or any other novel method to bind your homework.
Mid Term Exam:
There will be one midterm on Monday, 29 October 2012 during
the
regular class hour. Please make sure you have no time conflicts and
bring your ID card to all exams. For both the midterm and the final
exam no books, notes, smartphones or calculators will be allowed. There will be no make-up exams, no
exceptions.
| Grading
Scheme
I |
Grading
Scheme
II |
| 15% Homework |
15% Homework |
| 35% Midterm
|
25% Midterm |
| 50% Final |
60% Final |
Academic conduct:
Your work and conduct in this course are governed by the UCLA student conduct code and can be found here. This code is designed to promote high standards of academic honesty and integrity as well as fairness. In particular, all work that you submit in this course must be your original work. Any cases of suspected academic misconduct will be addressed as defined by the conduct code.