Spatial Systems Laboratory: Photo Gallery

Emilie and Paul attempt to find a general recursive rule for counting perfect matchings of hexagon snakes, while Jim, Martin, Sam, Abby, and Stephen watch. pict of students at board
student at board full of equations Paul takes stock of what we've just proved.
Carl and Brendan at work. students engaged in discussion over notebook
more students in discussion over notebook Paul and Brendan try to figure something out.
The two formulas at the heart of our work on the Newton recurrence. formula on board
eating donuts and looking at board Sam and Paul eat while pondering a double-sum relating to the Newton recurrence.
Carl and Sam get evidence from the computer. students working at computer
more students working at computer Paul and Emilie get the numbers they were hoping for.