1. Problem Set 3 : Asymptotics of percentile order statistics, non - reversing random walk, self - trapping random walk, self - avoiding random walk.

2. The random walk in one dimension is discussed in textbooks of thermo-dynamics, as is the three-dimensional random walk.

3. The prices of securities follow a random walk.

4. To get those equations one has to solve a three dimensional random walk problem with absorbing barriers.

5. ‘Angle random walk’ (7) means the angular error build-up with time that is due to white noise in angular rate. (IEEE STD 528-2001)

6. For a general "Antidictionary" (set of forbidden words), the capacity can be analytically found, but it's a bit complex (Maximal Entropy Random Walk)

7. For the purposes of 7A002.b., ‧angle random walk‧ is the angular error buildup with time that is due to white noise in angular rate.

8. "Angle random walk" (7) means the angular error build-up with time that is due to white noise in angular rate. (IEEE STD 528-2001)

9. "Angle random walk" (7) means the angular error build up with time that is due to white noise in angular rate. (IEEE STD 528-2001)

10. “Angle random walk” (7) means the angular error build up with time that is due to white noise in angular rate. (IEEE STD 528-2001)

11. “Angle random walk” (7) means the angular error build-up with time that is due to white noise in angular rate. (IEEE STD 528-2001)

12. Conceptually speaking, (i.e no derivation necessary), explain why MSD, mean squared displacement, is significantly more useful than displacement in characterizing the distance traversed in a random walk? B