## Tuesday, March 27, 2007

### I handed in the third assignment yesterday.

I did complete the third assignment yesterday. I attended the lecture and we covered one, two and three dimensional random walks and proving these were recurrent or transient which involved showing a sum was either equal to $\infty$ or $< \infty$. It was an interesting lecture where I understood the equal probabilities of taking steps in multiple dimensional spaces up to 6 dimensional spaces where each step has probability $p=\frac{1}{12}$.