[20181107] Literary Turing

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[20181107] Literary Turing
http://smbccomics.com/comic/literaryturing
This is pretty much what happened to be in German class once in high school.
I had to prepare a presentation about two short books; One I was allowed to discuss based on a summary, one I should read myself. Ever the motivated pupil that I was, of course I did read it, and prepared the other from an interpretation found on the internet. The teacher thought I had read the other one
This is pretty much what happened to be in German class once in high school.
I had to prepare a presentation about two short books; One I was allowed to discuss based on a summary, one I should read myself. Ever the motivated pupil that I was, of course I did read it, and prepared the other from an interpretation found on the internet. The teacher thought I had read the other one
Re: [20181107] Literary Turing
He lost me when he channeled Yogi Berra in the second frame, essentially telling us to pair people up in threes.
Re: [20181107] Literary Turing
Though he rejected the label postmodernist (because philosophers hate to be labeled, even if it's accurate), Foucault was definitely no modernist.

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Re: [20181107] Literary Turing
(A1, (B1, C1)) is a pair. The left member is A1 and the right member is (B1, C1)Thoringaard wrote:He lost me when he channeled Yogi Berra in the second frame, essentially telling us to pair people up in threes.
Alternatively, A1 is a member of two pairs: (A1, B1) and (A1, C1)
Re: [20181107] Literary Turing
I am so lost on the math here  is he saying that random chance would lead to correct guesses from Group A twothirds of the time? Why is that not 50/50?

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Re: [20181107] Literary Turing
Random chance will often give you close to 50/50, but not exactly. He's saying that if they get it wrong more than 2/3 of the time, that's worse than even random guessing is statistically likely to get, but between 1/3 and 2/3 is kind of in the range of possible outcomes of random guessing.Azazeltje wrote:I am so lost on the math here  is he saying that random chance would lead to correct guesses from Group A twothirds of the time? Why is that not 50/50?
Statistics is an entire branch of mathematics dedicated to figuring out what's a statistically likely result given a certain condition, and what isn't. Zach didn't seem to apply any statistical knowledge here, so he just fudged it.
Re: [20181107] Literary Turing
So under his test, if the Group A people guess correctly less than 50% of the time, the book fails, because its less than random chance  but the book only passes if they get better than 66%... so what happens to books that fall in the 5165% range?NeatNit wrote:Random chance will often give you close to 50/50, but not exactly. He's saying that if they get it wrong more than 2/3 of the time, that's worse than even random guessing is statistically likely to get, but between 1/3 and 2/3 is kind of in the range of possible outcomes of random guessing.Azazeltje wrote:I am so lost on the math here  is he saying that random chance would lead to correct guesses from Group A twothirds of the time? Why is that not 50/50?
Statistics is an entire branch of mathematics dedicated to figuring out what's a statistically likely result given a certain condition, and what isn't. Zach didn't seem to apply any statistical knowledge here, so he just fudged it.
Re: [20181107] Literary Turing
Oh I think I misunderstood your answer  you're saying that even tho the odds are 50/50, actual outcomes are likely to be scattered in between the 1/32/3 range  so the cutoff is just 66%  higher passes, lower fails  that makes a certain kind of logical sense, but i don't think thats actually whats intended  because if the odds are 50/50 (which we seem to agree thats the prescriptive calculation) it would be rare for the actual outcomes to be SO far off that they come out at 1/3 or 2/3... in fact, shouldn't that question itself be something stats can shine a light on? how likely it would be for the outcome to be X number of standard deviations away from the prescriptive value?NeatNit wrote:Random chance will often give you close to 50/50, but not exactly. He's saying that if they get it wrong more than 2/3 of the time, that's worse than even random guessing is statistically likely to get, but between 1/3 and 2/3 is kind of in the range of possible outcomes of random guessing.Azazeltje wrote:I am so lost on the math here  is he saying that random chance would lead to correct guesses from Group A twothirds of the time? Why is that not 50/50?
Statistics is an entire branch of mathematics dedicated to figuring out what's a statistically likely result given a certain condition, and what isn't. Zach didn't seem to apply any statistical knowledge here, so he just fudged it.
I'm clearly not a mathematician, so if anyone knows anything, don't be shy

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Re: [20181107] Literary Turing
As per the comic:
67%100%: book passes the test
34%66%: book fails the test
0%33%: book is assigned for a class on philosophical modernism
(it broke my heart sightly to use 33/34/66/67, but I didn't want to make this more confusing than it needs to be)
Edit: and as I said, the actual figure of 1/3 to 2/3 is completely made up. Real experiments usually use much tighter error margins, which they calculate using statistics and math based on the number of measurements and other factors. So by using such a huge margin Zach is actually giving the book a really big chance to fail the test  or rather, it requires that the test would give such a clear answer that there's absolutely no doubt.
67%100%: book passes the test
34%66%: book fails the test
0%33%: book is assigned for a class on philosophical modernism
(it broke my heart sightly to use 33/34/66/67, but I didn't want to make this more confusing than it needs to be)
Edit: and as I said, the actual figure of 1/3 to 2/3 is completely made up. Real experiments usually use much tighter error margins, which they calculate using statistics and math based on the number of measurements and other factors. So by using such a huge margin Zach is actually giving the book a really big chance to fail the test  or rather, it requires that the test would give such a clear answer that there's absolutely no doubt.