Student Research Seminar: "The Search for Large Proth
Primes" |
| Date |
Monday, September 15, 2008 |
| Time |
10:00 am - 10:50 am CDT |
| Where |
Room G-4, Rolla Building |
| Event Type |
Lectures & Seminars |
| Presenter |
Gordon Stangler, undergraduate mathematics
student |
| Sponsored by |
Mathematics and Statistics Department |
| Contact |
Dr. Matt Insall |
| Description |
Proth primes are prime numbers of the form k*2^n+1,
where k<n, and the number of digits is approximately n*ln(2),
which is a problem for modern computer languages. Come learn about
the (computer) science and mathematics behind one of the smallest
searches for one of the largest prime numbers to date. |
Graduate Student Seminar |
| Date |
Monday, September 15, 2008 |
| Time |
4:00 pm - 5:00 pm CDT |
| Where |
Room G-5, Rolla Building |
| Event Type |
Lectures & Seminars |
Student Research Seminar: "The Search for Large Proth
Primes", continued" |
| Date |
Wednesday, September 17, 2008 |
| Time |
10:00 am - 10:50 am CDT |
| Where |
Room G-5, Rolla Building |
| Event Type |
Lectures & Seminars |
| Presenter |
Gordon Stangler, mathematics undergraduate
student |
| Sponsored by |
Department of Mathematics and Statistics |
| Contact |
Dr. Matt Insall |
| Description |
See Monday.
|
Time Scales Seminar: "The tracking problem on time
scales (Part II)" |
| Date |
Wednesday, September 17, 2008 |
| Time |
4:00 pm - 4:50 pm CDT |
| Where |
Room G5, Rolla Building |
| Event Type |
Lectures & Seminars |
| Presenter |
Nick Wintz |
| Sponsored by |
Department of Mathematics and Statistics |
| Contact |
Martin Bohner |
| More |
http://web.mst.edu/~bohner/seminar/ts.html |
Topology/Algebra Seminar: "Ends of Topological Spaces
(continued)" |
| Date |
Thursday, September 18, 2008 |
| Time |
2:00 pm - 3:00 pm CDT |
| Where |
Room G-4, Rolla Building |
| Event Type |
Lectures & Seminars |
| Presenter |
Malgorzata Marciniak |
| Sponsored by |
Mathematics and Statistics |
| Contact |
Robert Roe |
| Description |
The ends of a connected topological space are
defined as equivalence classes of nhoods of infinity. The
presentation will include an intuitive way to approach ends as well
as the formal definition. |