* so much respect to those who design it. I feel like stats is not something you can teach well if you are forced to assess via a standardized test (much of which is MCQs)
* so much respect to those who design it. I feel like stats is not something you can teach well if you are forced to assess via a standardized test (much of which is MCQs)
Iβve been helping a friends kid study for the AP stats exam.
I forgot how much beef I have with the AP Stats curriculum* π
A person with a microphone saying β because I think that something awaits me in the divine for resistingβ
Them: why do you keep calling yourself a βstatisticianβ instead of a βdata scientistβ
Me:
Unfortunately all my data is shited π
My query just failed to run because I referenced a CTE as βunshitedβ π© instead of βunshiftedβ soβ¦
Me looking annoyed
Yeah my face is stuck like this nowπ
We LOVE DATA ENGINEERS ππ»ββοΈ
My corgi nova looking suspicious
Me when I canβt SELECT * FROM AMAZING_DATA.CLEAN_TABLE
Santa climbs in a window, sees a letter written to him from a small child who is sleeping. The letter reads βobserve the counter factualβ. After reading this Santa tries to shoot the child.
π
I actually donβt mind βthereβs a 95% chance this kind of interval containsβ¦.βπ€
π
that does not meaningfully improve peopleβs ability to live and work with CIs 𫨠Iβve had every opinion about CIs under the sun, but this is the most peace I have felt about them π§ββοΈπ§ββοΈπ§ββοΈ
Mattanβ¦I cannot do it anymore π§ββοΈIβm sick of wasting my time with a technically correct but practically meaningless interpretation of CIs. Weβre confusing people with the β95% confidentβ language in order to eke out a tiny bit more technical accuracy
above, perhaps a bit Bayesian?) to say thereβs a 95% chance my interval contains mu
- while technically the prob is 0/1 I canβt actually observe that, so I rely on my knowledge that under blah blah assumptions, in the long run, 95% of the confidence intervals constructed in this way contain mu. So without further knowledge about MY interval, I think itβs fine (though I admitted
Why is it wrong (Iβm not asking because I think itβs perfectly, technically correct, but because I think the reason people say itβs incorrect doesnβt really matter)
- The statement reflects the idea that frequentists view the sample as random (and therefore the interval) not the parameter
95% confident is just a way to be technically correct by being unclear
Just say thereβs a 95% chance my interval contains the pop mean.
(Itβs better than saying thereβs a 95% chance the pop mean is in my interval. I cant do the whole βitβs either 0 or 1β thing. Im embracing the bayesian probability interpretation)
And honestly what the fuck does that even MEAN?! Nothing.
Drilling students into memorizing the βwe are 95% confident thatβ¦.β Language is USELESS if you dont teach them what that MEANS
Just saw that @aclu.org is suing over this!
action.aclu.org/give/pm-dona...
Ugh I want that to be true π I hope it is true, but Iβm fearful itβs not
Itβs the literal least anyone can do π
- real sus that you want to require specific ID to vote and then immediately set precedent to instantaneously invalidate peopleβs ids
- this also includes a βbountyβ on trans people using the bathroom. Which is so disgusting I cannot even express how bad of an idea this is
This is deeply alarming.
π¨hey so this is absolutely HORRIBLE for so many reasons I canβt even fully list out. But a few:
- licenses are immediately invalid, making it difficult to even get around to change license or god forbid APPEAL THIS DECISION
Perhaps we statisticians might need to stop just saying βit dependsβ and instead emphasize WHAT IT DEPENDS ON lol
Like weβre not explaining the WHY and so people are taking ideas out of context π€