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Posted 26 May 2011
Department Prizes 2011
Prizes awarded in Spring 2011 were as follows:
- The Robert L. Beinert Prize, awarded to a graduating Senior to recognize excellence in Mathematics, to Zhiyou Cao '11.
- The John S. Klein Prize, awarded to a graduating Senior to recognize excellence in Computer Science, to Reynaldo Kelly '11.
- The Glen M. Lee Prize, awarded for the first time in 2011, to the Hobart Senior who has displayed the greatest proficiency in Mathematics and Athletics, to Kyle Whitaker '11.
- The William Ross Proctor Prize, awarded to the William Smith sophomore who have achieved the highest rank in mathematics in their first two years at the Colleges, to Yanfen Wu '13
- The Irving Bentsen Prize, awarded to the second year student at Hobart College who has the most outstanding record in mathematics and computer science, to Samuel Heinle '13 and Alexander Kittelberger '13.
Posted 30 April 2011
Students Elected to Phi Beta Kappa
In 2011, the following mathematics students were selected by Zeta of New York, the HWS chapter of ΦΒΚ, for membership:
- Yaoxin Liu (H'12)
- Jessica Tarantino (WS'12)
- Sarah Tarantino (WS'12)
It is noteworthy that all three students were elected to membership as Juniors, which is considered a singular honor.
Posted 30 April 2011
Sigma Xi Nominees
Each year, students who have done research in mathematics or computer science and who are in their last year at the Colleges are nominated by the Department of Mathematics and Computer Science for student membership in Sigma Xi.
For 2011, the nominees are:
- Max Beckett (H'11)
- Reynaldo Kelly (H'11)
- Yixiao (Selena) Sha (WS'12)
(Selena, who is in the 3-2 Engineering program, was nominated as a Junior because she will be moving on to Columbia University next Fall to complete the engineering program.)
Posted 30 April 2011
VIREOS at NYC-WIC
Posted 14 April 2011
News from Alex Bryce '09
Posted 11 April 2011
Using FPGAs to Create a Complete Computer System
Posted 5 April 2011
Math Awareness Month
The web site www.mathaware.org has information about the annual celebration of Math Awareness Month in April 2011.
"Unraveling Complex Systems" is theme for Mathematics Awareness Month, April 2011, as per a joint announcement from the American Mathematical Society, the American Statistical Association, the Mathematical Association of America, and the Society for Industrial and Applied Mathematics. Mathematics Awareness Month is sponsored by the Joint Policy Board for Mathematics (JPBM).
How do epidemics spread, birds flock, and stock markets operate?
Many of these answers fall within the realm of mathematics.
From natural entities such as living cells, insect colonies and whole ecosystems to man-made inventions like power grids, transportation networks and the World Wide Web, we see complex systems everywhere. Deciphering the mathematics behind such systems can unravel well-structured networks and discernible patterns in natural and artificial structures. That is the idea behind Mathematics Awareness Month.
Understanding these complex systems can not only help us manage and improve the reliability of such critical infrastructures of everyday life, but can also allow us to interpret, enhance and better interact with natural systems. Mathematical models can delineate interactions among components of these systems, analyze their spontaneous and emergent behaviors, and thus help prevent undesirable developments while enhancing desirable traits during their adaptation and evolution.
Posted 4 April 2011
Ariel Trent Accepted at ESP-REU
Posted 22 March 2011
Trevor Gionet (Hobart College '12) and Yixiao Sha (William Smith College '12) worked on a summer research project in 2010 with Professor Erika King. The goal of the project was to find a more efficient way of proving a theorem characterizing 4-regular, claw-free, well-dominated graphs, which was originally proved by Prof. King using roughly 350 pages. However, during their first week of research, Yixiao and Trevor discovered a graph that was omitted from a characterization by Michael D. Plummer originally used to prove Prof. King's theorem. Thus their research was redirected to revise Plummer's characterization.
Trevor and Yixiao were able to complete Plummer's characterization, revise a result in a paper that used that characterization, and prove a case of Prof. King's theorem. They wrote an article with Prof. King entitled "A revision and extension of results on 4-regular, 4-connected, claw-free graphs", that includes their results. The paper was recently accepted into the journal Discrete Applied Mathematics.
Posted 15 March 2011