Special Topics
Math 380, Fall 2000
TuTh 7:00-8:00pm, Ivers 218
| Professor: |
Xueqi Zeng, Ph.D. |
| |
Ivers 234H |
| |
299-4453 (office), 299-4151 (math department) |
| |
zeng@cord.edu |
Office Hours: Tuesday and Thursday 1-4; other times by discovery.
Course Objectives Mathematics 380 is required of all senior mathematics
majors. Each student researches a topic or an article and delivers a 45-minute
oral presentation. The student will experience reading recent mathematical
results, as well as researching historical mathematics. During the course
of their research, students will become familiar with journals and reference
books in the discipline. Moreover, students will learn how to present the
findings of their endeavor in a mathematical talk, and to listen to and
critique the presentations of their peers.
| Grading: |
|
|
|
Preparation |
20% |
|
Presentation |
50% |
|
Written Report |
20% |
|
Attendance and Participation |
10% |
General expectations:
1. The article you research and the
resultant talk are to be mathematics and not just about mathematics.
A theorem or two to be proved is impressive; more trivial presentations
will be graded accordingly.
2. The talk is to be 45 minutes in length
and no shorter; this will take planning on your part. You might want to
give the talk to friends or a fictitious audience before your actual presentation.
You should feel rather well prepared a week ahead of your scheduled talk.
You will find that during the last week many unexpected questions will
come to mind; it is then that you are really coming to understand the depth
of your presentation.
3. The talk is to be well-planned, using
teaching aids such as overhead transparencies, class handouts, power point,
colored chalk, et cetera as appropriate. We have some supplies available
in the mathematics and computer science office.
4. Absolutely feel free to stop by to
discuss problem areas that you encounter.
5. After your talk--within one week
of the presentation--you must turn in a written copy of your research.
Your write-up will include proofs and discussion of points that time would
not allow in your actual oral presentation, in addition to the material
actually presented.
6. After your talk and during (if you
so wish) members of the class may ask questions.
7. Grades are to be determined on the
difficulty of the material, the presentation, and the write-up, as well
as your participation in and critique of the presentations of your peers.
8. A notice containing an abstract of
your talk is to be turned in one week prior to the talk. This will be copied
and sent to department faculty and posted in Ivers.
Possible References:
1. Mathematics Magazine
2. The College Mathematics Journal
3. Computing in Science and Engineering
4. Fibonacci Quarterly
5. The American Mathematical Monthly
6. The Mathematical Intelligencer
7. Pi Mu Epsilon (MSU,NDSU)
8. Mathematics Spectrum (MSU)
9. Interfaces, Institute of Management
Sciences (NDSU)
Some Internet Links:
1. Mathematical
Association of America
2. American
Mathematical Society
3. Society
for Industrial and Applied Mathematics
4. History
of Mathematics archive
5. Biographies
of Women Mathematicians
6. Dynamical
Systems at Boston University
7. Other
Links for mathematics
Return to Xueqi Zeng's
home page.
Return to the Mathematics
and Computer Science home page.
Return to the Concordia College home
page.