Bayesing: Difference between revisions

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==Transcript==
==Transcript==
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:[Describe panel here]
:I think we should all try to be bayesians.
:I think we should all try to be bayesians.
:Suppose your prior probability that o equals 1 is precisely o.
:What?! Bayesianism can't possibly be true, and the proof is easy.
:What?? Bayesianism can't possibly be true, and the proof is easy.
:Suppose your prior probability that 0 equals 1 is precisely 0.
:You take a field observation and find that to your surprise o equals 1.
:You take a field observation and find that to your surprise 0 equals 1.
:The probability of that observation, given your prior assumption, is, let's say, 0.5.
:The probability of that observation, given your prior assumption, is, let's say, 0.5.
:Bayesians should update but they can't because the observation that o equals 1 would change the mathematics of bayes' theorem directly, making the probability both o and 1/
:Bayesians should update but they can't because the observation that 0 equals 1 would change the mathematics of bayes' theorem directly, making the probability both 0 and 1!
:Your argument is that bayes' theorem can't account for incredibly stupid shit?
:Your argument is that bayes' theorem can't account for incredibly stupid shit?
:And thus cannot be a complete description of our universe!
:And thus cannot be a complete description of our universe!
:smbc-comics.com
 
==Votey Transcript==
==Votey Transcript==
{{computertranscript}}
{{computertranscript}}

Revision as of 14:47, 11 February 2024

Bayesing
You can't prove me wrong because your proof requires arithmetic to work.
Title text: You can't prove me wrong because your proof requires arithmetic to work.

Votey

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Explanation

Run for your life.png This explanation is either missing or incomplete.

Transcript

I think we should all try to be bayesians.
What?! Bayesianism can't possibly be true, and the proof is easy.
Suppose your prior probability that 0 equals 1 is precisely 0.
You take a field observation and find that to your surprise 0 equals 1.
The probability of that observation, given your prior assumption, is, let's say, 0.5.
Bayesians should update but they can't because the observation that 0 equals 1 would change the mathematics of bayes' theorem directly, making the probability both 0 and 1!
Your argument is that bayes' theorem can't account for incredibly stupid shit?
And thus cannot be a complete description of our universe!

Votey Transcript

Gday human.png This transcript was generated by a bot: The text was scraped using AWS's Textract, which may have errors. Complete transcripts describe what happens in each panel here are some good examples to get you started (1) (2).
[Describe panel here]
People love relatable humor
3
In

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Discussion

"You could be presented with evidence that 0=1, but it will never be persuasive, because the prior is 0. So the Bayesian will always remain absolutely certain that 0≠1 no matter what evidence he is presented with, because thwt’s what a prior of 0 means." https://www.smbc-comics.com/comic/bayesing?ht-comment-id=13700759