Volume 7, Number 1
  November 1, 1996
 
In this years contest the participants had to choose from two very interesting problems. One problem asked students to come up with a model to use the ambient noise field (due to background seismic activity, surface shipping, sea life etc.) of the ocean to detect the presence of a large silently moving object, like a submarine, by measuring changes in the field caused by deflections off the object's mass. The second problem, which Team C.O.W. chose to work on, was designed to provide the contest organizers with some free consulting. They asked for an algorithm for determining the best paper among a large number of entries to a contest. Since each judge for the contest will only be able to read a small number of the papers, an absolute ranking is impossible. Instead the students had to find some method in which the winning paper is assured of being from among the absolute best. "At first we couldn't decide [on which problem to work on]", commented Indradeep (Indy). "The first problem seemed riskier, but more interesting. We hoped for some inspiration on it, but eventually settled on the second problem."
Under-manned due to illness, and dragged down by lack of sleep over the weekend, the team still produced a very intricate model as a solution to the problem. Their paper, which was 16 pages long, including a 7 page Appendix of C++ code, was rewarded as "successful" by the contest judges. When he turned in the paper to the group's advisor, Matt Brahm, on Monday afternoon, a bleary eyed Gayan could only offer, "I'm going to sleep", as an assessment of their chances. Later, in a more reflective mood he commented that "It was intense, but fun. I think we could do much better next year, now that we've been through it once". In preparation for the contest the students met late in the afternoon for several weeks prior to the contest to go over winning papers from previous years. Vikas Malhorta reflected on the experience, "When Professor Brahm made the announcement about the modeling competition, at first I thought it was about working with clay or wearing a swimsuit, or something like that. Later, when we saw how simple some of the winning papers were, we thought, hey this is something we can do".
The contest is held in mid-February each year. Around 400 teams including some high school teams) from 9 different countries competed in the contest this year. Each school can
field up to two different teams. There are no mathematical prerequisites for taking part. If you are interested in participating next year, listen for announcements, or contact Professor Brahm for more information.
 
Math Retains Slide Rule in Taylor Bowl VII 
by Pamela Pierce
The math department will keep the prized slide rule for another year! That's right, the mathematical sciences team defeated the physics team in the annual bowling tournament held on Saturday, April 27, 1996. Average scores for the teams were Mathematical Sciences 104.3 and Physics 102.0. Senior Chris Guciardo turned in a high score of 171 for the Math team, while the high score overall went to junior Noah Johnston of the Physics team, who bowled a 173. The prize is proudly displayed in the lounge area of the third floor of Taylor Hall.
 
The Budapest Semester in Mathematics Program
by Joe Zimmerman
Hungary is famed for paprika, gypsies, its national symphony, and for providing the backdrop for the filming of Madonna's new movie, "Evita". But Hungary is also renowned for its mathematics. Many of this century's prominent mathematicians are Hungarian. Hence, when I first learned of the "Budapest Semester in Mathematics" Program, I was drawn to the opportunity to study mathematics from a different educational perspective as well as the chance to live in Europe for the semester. But when my plane first touched down, Budapest greeted me with cold gray skies and pollution, along with spray paint and litter in the streets. Welcome to winter in Eastern Europe.

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