| COMPUTER SCIENCE/DISCRETE MATH, II | |
| Topic: | Excited Random Walk |
| Speaker: | Gady Kozma |
| Affiliation: | IAS |
| Date: | Tuesday, March 8 |
| Time/Room: | 10:30am - 12:30pm/S-101 |
Excited random walk is a process on Z^d which behaves like a regular balanced random walk when it reaches a vertex it already visited, but when it reaches a new vertex it has a drift to the right. We shall review a number of new results about this process. Some of the results are joint work with Gidi Amir and Itai Benjamini.