- Joined
- Aug 17, 2018
Let's try to investigate this properly using the LessWrong methods:
Let
be the event of a girl wanting to fuck Schlomo.
And
the event of a girl seeing this photo.
Using Bayesian methods we can express the probability of
occuring given
is true (i.e. likelihood of a girl wanting to fuck Schlomo when seen his photo) like this:
P(
|
) = P(
|
)*P(
) / P(
), P(
) =/= 0
We can guess that P(
|
) (i.e. likelihood of a girl seeing his photo when having fucked Schlomo) will be pretty high, maybe 90%
P(
) is going to be very low but he does have some clout in his niche community so there's going to be some crazies[1], maybe 0.1%
P(
) will be likely since he's posting it publicly on his Twitter with an okay amount of followers so maybe 30%
So P(
|
) = 0.9*0.001 / 0.3 = 0.003 or 0.3%
His chances tripled by posting this photo!
It must be true because math was involved.
---
[1] see Adrienne Blaire, Horse Bride, et al.
Let

And

Using Bayesian methods we can express the probability of


P(







We can guess that P(


P(

P(

So P(


His chances tripled by posting this photo!
It must be true because math was involved.
---
[1] see Adrienne Blaire, Horse Bride, et al.
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