Bryan Wright on Nostr: nprofile1q…targs * 1d, 2d, or 3d random walks. What's the average distance from the ...
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* 1d, 2d, or 3d random walks. What's the average distance from the start?
* A bunch of rocks (say 10,000) sit on a slope at x=0. Every time it rains, each rock slides by a random amount. How are they distributed after 10 rainstorms?
* Fire a cannon with some random variation in muzzle velocity and angles. What's the 2-d distribution of where the cannonballs land?
* Project 5 here is a simulation of "yardsale economics":
https://catselbow.gitlab.io/practical-computing-for-science-and-engineering/challenges.pdf
* 1d, 2d, or 3d random walks. What's the average distance from the start?
* A bunch of rocks (say 10,000) sit on a slope at x=0. Every time it rains, each rock slides by a random amount. How are they distributed after 10 rainstorms?
* Fire a cannon with some random variation in muzzle velocity and angles. What's the 2-d distribution of where the cannonballs land?
* Project 5 here is a simulation of "yardsale economics":
https://catselbow.gitlab.io/practical-computing-for-science-and-engineering/challenges.pdf