• @nova_ad_vitum@lemmy.ca
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      6 months ago

      There’s various technicalities of how and where Beyesian statistics apply to the world but I really interpreted it as meaning “if the world is ending then it doesn’t matter and if not then I’m up $50”. The Beyesian is just ruthlessly practical.

      • Kogasa
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        226 months ago

        That is definitely not the joke. The joke is that the frequentist approach gives you a clearly nonsensical conclusion, because the prior probability of the sun exploding is extremely small.

      • callyral [he/they]
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        6 months ago

        Not only that, but there’s a higher chance of the detector lying than the Sun supernova-ing, so it’s probably a false positive. Yes I did just read some paragraphs from 3–4 Wikipedia articles.

  • Troy
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    386 months ago

    Missing: any sort of physicist who will tell them both that the forward model says that the sun won’t explode for a few billion years, and so far that model hasn’t been wrong.

    • @Moghul@lemmy.world
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      106 months ago

      Isn’t our sun too small to explode at all? IIRC the sun will expand enough to engulf the earth’s orbit but will eventually shrink to a dwarf.

      • Troy
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        6 months ago

        Too small to supernova and black hole, yes. But large enough to have a decent boom. Probably at least red giant, then a nova (explosion casting off outer layers) leaving a white dwarf remnant.

        If I’m around by then, my model of medical science progress is wrong ;)

        E: I’m wrong. That casting off of the outer gas envelope is not a nova. It’s just a death throe of some sort.

  • @Bye@lemmy.world
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    366 months ago

    I don’t like this comic because the frequentist statistician is operating with an effective n=1. You’d ask the detector 1000 more times, and use those results to get your answer.

    • @marcos@lemmy.world
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      6 months ago

      The frequentist is unable to insert pre-conceived biases. Both will converge on the real answer if they repeat the experiment enough, but the bias being what it is, the Sun may indeed go nova on the necessary time.

  • @fckreddit@lemmy.ml
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    196 months ago

    I remember inserting this comic in my class paper comparing frequentist and bayesian interpretations of probability during my PhD. Aah, good times.

  • don
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    36 months ago

    “Detector! Has the sun gone nova?”

    “Calculating… results available in 9 minutes and 14 seconds.”