2 ms·
I'd be interested to know how to estimate things that are very rare or don't have a normal distribution. For instance, let's say I have a bold plan to protect
by jeffdavis 8y ago
I'd be interested to know how to estimate things that are very rare or don't have a normal distribution.
For instance, let's say I have a bold plan to protect us from meteor strikes that will cost $100B. How would a person make a decision about whether that's a good trade-off or not? And how would a mathematician help them make that decision?
How would it change for more complex cases, like a shield to prevent nuclear ICBM warfare which has never happened, but we all are worried about?
- carlmr 8y agoSimple answer, this is a rough upper bound. The more information about your problem you have, the better you will be able to model the probability distribution and the better priors you have on it happening.