→Alejandro Rodriguez (alexrod7 ατ mit døt edu)
is a second-year graduate student in the Physics Department, where he
previously received his bachelor of science degree in 2006. His current
work involves the intersection of quantum and classical
electromagnetism in nanostructured media, from single-photon nonlinear
effects to Casimir forces. Born in Cuba, Alejandro is an avid cinema
fan and salsa dancer. He has been working with SGJ since his UROP project starting summer 2004. Office: 8-313, x3-4780.
←Ardavan Farjadpour Oskooi (ardfar ατ mit døt edu)
is a fourth-year graduate student pursuing a masters in Computation for
Design & Optimization and a doctorate in Materials Science &
Engineering. He received his bachelors degree in Engineering Science
from the University of Toronto in June 2004. His research interests
center around computational electromagnetism, photonic bandgap
materials, and robust optimization. In his spare time, he enjoys
training in Japanese martial arts, playing classical piano and dancing
salsa. Office: 8-307, x2-2904.

←Hila Hashemi (hila ατ
math døt mit døt edu) is a second-year PhD
student in applied mathematics. She is originally from Iran. She
finished her B.S. degrees in applied mathematics and physics at
University of California, Berkeley in spring 2006. She joined the
group in January 2007 and is currently working on problems involving
nonlinear harmonic generation in cavities. Her hobbies include reading
books and news, skiing, taking long walks, playing the piano, and of
course hanging out with friends. Office: 8-309, x4-0338.

→Bryn
Waldwick (waldwick ατ mit døt
edu) is a sophomore working on a UROP project involving bending
losses in hollow-core Bragg fibers. He is also on the MIT golf team,
and enjoys playing basketball as well as the saxophone and guitar.
←Ruitian
Lang (percyl ατ mit døt
edu) worked on a UROP project involving adiabatic theorems in
discrete (or discretized) systems in Fall 2007.
←
Xuancheng Shao (zero ατ mit døt edu) worked on UROP projects in 2006 and 2007 involving minimal-arithmetic algorithms for discrete cosine and sine transforms (published here and here).