You Know I'm All About that Bayes: Crash Course Statistics #24

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  • Опубликовано: 21 авг 2024
  • Today we’re going to talk about Bayes Theorem and Bayesian hypothesis testing. Bayesian methods like these are different from how we've been approaching statistics so far, because they allow us to update our beliefs as we gather new information - which is how we tend to think naturally about the world. And this can be a really powerful tool, since it allows us to incorporate both scientifically rigorous data AND our previous biases into our evolving opinions.
    CORRECTION: At 2:09 the righthand side of the equation should not have P()'s, it should just be the raw numbers.
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Комментарии • 176

  • @AlvaroALorite
    @AlvaroALorite 4 года назад +167

    Legend has it Maria is still on that cafe. She didn't say a word to her date because he was stuck on her head doing math. She hasn't spoken nor moved ever since

  • @knomixkhan
    @knomixkhan 5 лет назад +426

    After watching more then 20 videos and reading many articles related to "Bayesian Statistics"
    This video cleared my concept in a very easy way
    Thank you so much for sharing great video
    Now my prior belief about BAYESIAN has been updated

    • @chancelacina
      @chancelacina 5 лет назад +7

      Yeah, probably the best video on Bayes on the internet.

    • @davecullins1606
      @davecullins1606 4 года назад +4

      Now you know all about that Bayes.

  • @DudeGuyWho
    @DudeGuyWho Год назад +8

    Really enjoy the style of whoever writes these video scripts.

  • @PressEnter42
    @PressEnter42 6 лет назад +172

    So I'm here because this rule belongs to me

  • @billdagrasshawking
    @billdagrasshawking 6 лет назад +105

    I use Bayes to convince construction workers they need to wear hard hats.....about half way through explaining the equations the crew puts their gear on an begs me to stop teaching them math.
    gravity still there? that's 100%, think it sucks when things hit you in the head? that's 100%
    been hit in the head before? that's 100%.....its all in how you choose to factor

    • @fatsquirrel75
      @fatsquirrel75 6 лет назад +2

      Workers wondering why Bill is touching himself during a safety briefing on hats when everyone is already required to wear one already, 100%.

    • @billdagrasshawking
      @billdagrasshawking 6 лет назад +1

      fatsquirrel75
      that's not even close to true....one from of PPE cannot contravene another.
      it's best practice on most core certified sites in north America. But if you can find guys that dont need reminders your paying a hell of a lot more then we do.

    • @billdagrasshawking
      @billdagrasshawking 6 лет назад +1

      also..... OH&S use "trif" numbers to write the code.
      total recordable incident frequencies are what dictate most safety/insurance practices.
      think fight club....the cars dont get recalled until it's cheaper to recall then it is to pay the damages.

  • @TheOtherNeutrino
    @TheOtherNeutrino 6 лет назад +61

    Did Jordan name the dog Anakin so that he constantly has the high ground?

  • @weksauce
    @weksauce 4 года назад +15

    You forgot the most important pitfall: fanatics with 0% or 100% prior beliefs can never escape them, no matter how convincing the evidence you present.

    • @kebman
      @kebman 4 года назад +1

      Also the earth is flat. Or was it the universe? I'm not sure anymore. Crêpe! I'm making pancakes!

  • @alastairlocke4621
    @alastairlocke4621 Год назад +4

    Pretty upsetting that I paid 30 grand going to uni to end up just watching RUclips. Great series, thankyou 🙏

  • @sitkadiver40
    @sitkadiver40 6 лет назад +5

    I enjoyed this video. I think I can use this in my job as a LEO.... Thank you for the clear, well spoken presentation.

  • @stormyandsnowy
    @stormyandsnowy 6 лет назад +174

    You know I'm all about the Bayes, 'bout the Bayes, 'bout the Bayes; no Bell curve...

    • @dh6167
      @dh6167 6 лет назад

      LOL

    • @nytmare3448
      @nytmare3448 6 лет назад +1

      I was looking for someone writing new lyrics, based on the video title... but I didnt have any good ideas yet.

    • @Paulinemoke
      @Paulinemoke 6 лет назад +3

      This should be a song on Hank's new album

    • @MadaxeMunkeee
      @MadaxeMunkeee 5 лет назад +1

      I was gonna say ‘no p-values’ but that doesn’t fit the beat lol

  • @rautermann
    @rautermann 6 лет назад +34

    Best explanation of Bayes' Theorem I've heard so far. Now it feels intuitive.
    Also congrats on the way you incorporated female dating psychology into statistics ("...OR JUST ASK!!!") haha

  • @RaphaelArgentodeSouza
    @RaphaelArgentodeSouza 5 лет назад +10

    What a nice and very well explained video! Thanks for making it!

  • @dwlang001
    @dwlang001 6 лет назад +84

    What's the probability of being a fan, seeing the new Star Wars movies, and then becoming not a fan? lol

    • @nicholasneyhart396
      @nicholasneyhart396 6 лет назад +26

      100%

    • @fatsquirrel75
      @fatsquirrel75 6 лет назад +3

      Very high during the prequel films.

    • @dwlang001
      @dwlang001 6 лет назад +1

      I was talking about the remakes that they're making now.

    • @That_One_Guy...
      @That_One_Guy... 4 года назад +1

      Prob = 0/0

    • @kebman
      @kebman 4 года назад +1

      Mandalorian. I'm still humming that tune....

  • @kierans322
    @kierans322 4 года назад +10

    This episode really blew my mind. I originally watched these videos to study but now I find myself binging them just for fun.

    • @kebman
      @kebman 4 года назад

      Ok you've now failed at life. But your uni will offer you tenure.

  • @nadjal
    @nadjal 6 лет назад +7

    Yayyy the Bayesian statistics I wished for last week are already here! :)

    • @kebman
      @kebman 4 года назад +2

      What's the chance of that. Well, P (last week | already here) .........

  • @donfox1036
    @donfox1036 5 лет назад +33

    I believe in gut feelings, not in the feelings in my posterior.

  • @9072997
    @9072997 4 года назад +1

    It seems like the way to objectively analyse a thing would be to multiply the likelihood-ratios of all credible studies together. This would be the same as iteratively doing Bayes analysis on each study, constantly updating your prior, starting with the assumption that the thing is as likely as not to be true. I would argue that while not always useful (bias is sometimes the result of a lifetime of non-scientific experimentation and is not always worthless) this is the strictest definition of not having a bias.

  • @MagisterialVoyager
    @MagisterialVoyager 6 лет назад +7

    The title, though. Great job!

  • @MrVedant006
    @MrVedant006 5 лет назад +1

    The best video I have seen about Bayesian statistics

  • @tahayasseri139
    @tahayasseri139 4 года назад +5

    This video, including the animations and graphics, nicely breaks a lot of stereotypes, apart from the stereotype of scientists necessarily like Starwars (or even know anything/care about it)!

  • @Xartab
    @Xartab 6 лет назад +3

    I don't know if researchers do this already, but it would be interesting if one reported the highest and lowest possible bounds of a prior Bayes' Factor and then got enough data to converge the posterior probability to a single value (or an interval of values, if the priors are too broad).
    For example, the highest possible quantity of ESPers is 100%, and the lowest possible is 0%, but since a probability of 0 would never increase, you allow that only one single person can be, across all human history, and you get 1 over, approximately, 108 billons (the Population Reference Bureau' estimate).
    So you have a prior of 1, and the other of 9.26x10^-12. Then you start checking people for ESPs until your posteriors reach the same likelihood.

    • @maximosh
      @maximosh 4 года назад +1

      What if the testing method is only 99.9% accurate for the 108 billion.. ah the missing millions.

  • @pedrobernardo5887
    @pedrobernardo5887 5 лет назад +2

    That dull sushi knife....

  • @staceya.775
    @staceya.775 4 года назад

    By far the best explanation on RUclips.

    • @kebman
      @kebman 4 года назад +1

      Now just wait one month, and let your mind be blown away at how 3Blue1Brown explains it.

  • @auloedus
    @auloedus 4 года назад

    The sound at 4:41 ❤️❤️

  • @user-ip3mm6pr7o
    @user-ip3mm6pr7o 6 лет назад +2

    "His dog is named anikan " lol i find it funny that my roommate had a cat, named chewie, after chewbacca, And I've actually seen more star wars movies than them (well the last jedi, but still)

  • @lesbray3504
    @lesbray3504 5 лет назад +1

    It does not need to have subjective figure#. Ie when used as part of a diagnostic decision tree the prior probability can take the form of prevalence within a given populations or sample as determined by a gold standard test group which is then updated by the predictive power of a given test, the likelihood of that test being positive and being correct over a positive being incorrect compare with the same for true and false negative

    • @MadaxeMunkeee
      @MadaxeMunkeee 5 лет назад

      Les Bray also there are different kinds of priors. Non-informative priors are arguably more objective, but also have downsides. Most bayesians nowadays opt for something in the middle.
      Usually a good model will be robust to a sensible choice of prior, that is, so long as the prior is good enough that the model converges at all. The only time this is not true is when there’s too little data, but in that case frequentist statistics will do even worse.

  • @Heelsandholster
    @Heelsandholster 5 лет назад +2

    This is so helpful. Thank you!

  • @agglyusr
    @agglyusr 4 года назад

    I love you CrashCourse people!

  • @lumanzhao219
    @lumanzhao219 4 года назад +1

    Thank you for sharing! It is a good explanation!

  • @nganluong1872
    @nganluong1872 6 лет назад +2

    I love you, Adriene Hill ♡

  • @ilkov
    @ilkov 5 лет назад +1

    Great video!

  • @letstalkaboutmath2121
    @letstalkaboutmath2121 6 лет назад +57

    i didn't like the notation in this episode. You wrote "probability of being a man"=P(man)=P(0.5)="probability of 0.5" that doesn't make a lot of sense.

    • @PaytonPierce
      @PaytonPierce 6 лет назад +7

      It doesn't make sense that the probability of being male is 1/2?

    • @ahmadfahadhilyas
      @ahmadfahadhilyas 6 лет назад +36

      It's not about the probability. But the notation. You just need to write 0.5 and not P(0.5) because it's read "probability of 0.5" which didn't make sense. Or maybe you could write P(male) = 0.5 (probability of being male is 0.5)

    • @MoutasemMohammad
      @MoutasemMohammad 5 лет назад +19

      @@PaytonPierce he's basically saying there's a typo at 2:16 , it should've been 0.001 instead of p(0.001) and 0.5 instead of p(0.5) etc.. i was going to write the same comment as him, but then i remembered that she's reading from a screen ( very clearly ) and the animation team has no idea about those formulas.
      **flies away**

    • @kebman
      @kebman 4 года назад

      @@PaytonPierce Well, that depends entirely on the frequency of how many males are born. It's not exactly 1/2 ratio.... But it's pretty close. :D Or roughly speaking, there's a little more men than women in the USA, but some of them are incels anyway, so it's no competition to us chads............

  • @Kstugo
    @Kstugo 4 года назад +1

    Thank you for this great explanation :).

  • @uss_04
    @uss_04 6 лет назад +32

    When I calculate the probability that someone enjoys the Fate/Stay Night series that Ufotable produced:
    Unlimited Bayes Works

    • @xinyizhu1168
      @xinyizhu1168 5 лет назад +1

      omg this is gooooood! i wish i could give you 100 thumbs-ups

    • @kebman
      @kebman 4 года назад

      TRUTH!

  • @saber1epee0
    @saber1epee0 9 месяцев назад

    I LOVE The "sisters friend" example because you can talk about caveats-
    IMO it's NOT the probability of being male to multiply (0.5) it's the probability of one of your sisters friends being male!
    (Varies by person so how much do you know your sister? Very rarely actually 50/50 for people)

  • @adricortesia
    @adricortesia 6 лет назад +1

    Just updating your own beliefs with things you encounter may be biased as well. Let's take the example with the kind friend. You may encounter your friend only in situations in which the friend is kind. The Starbucks in on your friend but your friend kicked a dog last week without you being around. You may also just see what you believe and filter out the information that do not fit into your system/categories.

  • @phillipmadden8587
    @phillipmadden8587 5 лет назад

    Excellent explanation

  • @quinius173
    @quinius173 6 лет назад

    Great video, CC!

  • @billtrieshmann5979
    @billtrieshmann5979 Год назад

    Wonderful instruction

  • @evanfabri7297
    @evanfabri7297 4 года назад

    Thank you for your hard work

  • @Anushkumar-lq6hv
    @Anushkumar-lq6hv 4 года назад

    This was beautiful

  • @wntu4
    @wntu4 5 лет назад +1

    Thinking I can use this to discover how someone who lives in Cali manages to film in Indy.

  • @TyraHigh
    @TyraHigh 5 лет назад

    Starts 1:06

  • @kevinreardon2558
    @kevinreardon2558 6 лет назад

    You jumped the shark on moving to ESP. A person's experience is fundamental in determining probability which is why probability is so subjective. That's why Quantum Mechanics has its failure.

  • @da_lime
    @da_lime 5 лет назад

    Awesome, thank you!

  • @jonnymahony9402
    @jonnymahony9402 5 лет назад

    Awesome video, thx

  • @unterhaltung3433
    @unterhaltung3433 4 года назад

    Thank you!

  • @LiteralCats
    @LiteralCats 6 лет назад +1

    Hey there Crash Course, thanks for making this video. Have you guys seen Nassim Nicholas Talib's critique on Bayesian theory? Can you make a video about that? (Because I don't know what to make of his ideas).

  • @PaulsPubAndBrew
    @PaulsPubAndBrew 6 лет назад +6

    Or you might just start believing that all your co-workers secretly have tape worms...

  • @crueI
    @crueI 6 лет назад +2

    Veratasium's video about Bayes theorem has the same analogy of the sun rising in the morning and overall it feels extremely similar. Someone could do a side by side comparison but tbhidc.

  • @nateweinand4209
    @nateweinand4209 6 лет назад +1

    # Clone Wars Saved
    I was thinking that the whole time because of the Ahsoka toy.

  • @karinacamacho7424
    @karinacamacho7424 6 лет назад +2

    Do pirates please

    • @kebman
      @kebman 4 года назад

      YARR!

  • @nothefabio
    @nothefabio 6 лет назад +4

    Love isn't to be a Star Wars fan too.
    Love is not to be a Star Wars fan and go see the movie with you costumed like a Wookie anyway.

  • @vikiphiki
    @vikiphiki 5 лет назад +1

    iam here because of charless duhig's book

  • @michaelrider
    @michaelrider 6 лет назад

    Good stuff

  • @benyamin6085
    @benyamin6085 5 лет назад +2

    By the way my new friends get shock, because I didn't watch Star wars since 1998, and never watch titanic entirely!?!?

    • @kebman
      @kebman 4 года назад

      Don't worry. Static electricity isn't usually dangerous.

  • @amalmzayen6027
    @amalmzayen6027 6 лет назад

    great intro

  • @allanjunkert5638
    @allanjunkert5638 4 года назад

    Oh my god! You're a queen!

  • @anonymouspyro2820
    @anonymouspyro2820 4 года назад +1

    2:46 Isn't it 79% rather than 0.79%..??

  • @JonSebastianF
    @JonSebastianF 6 лет назад

    The intro monologue was *hilarious* :'D

  • @raslangamaladdin4128
    @raslangamaladdin4128 4 года назад

    Love it

  • @JimFortune
    @JimFortune 6 лет назад +7

    Does the term "Nailing jello to a tree." strike a chord?

    • @PatrickAllenNL
      @PatrickAllenNL 6 лет назад

      Jim Fortune it sounds like a lot of work.

    • @JimFortune
      @JimFortune 6 лет назад

      PatrickAllenNL
      With little sold return.

    • @Voidsworn
      @Voidsworn 6 лет назад

      Try Jello jigglers..they could probably be nailed to a tree.

  • @Jdonovanford
    @Jdonovanford 5 лет назад

    Hi, thanks for the video. What I wonder is, what are " default priors" when it comes to bayesian inference? As I understand, the priors are specific to each hypothesis or data, so how come some packages include these defaults? What do these priors entail?

    • @MadaxeMunkeee
      @MadaxeMunkeee 5 лет назад +1

      JaneFord really the priors should always be explicit. Packages that set defaults are usually trying to make things easier by providing sensible defaults. For example, by assuming a parameter has a normal distribution.
      What doesn’t often get talked about is that when Bayesian inference is done well, often the choice of prior doesn’t matter much provided it’s sensible enough that your model converges. A bad choice of prior will usually break your model or make it exhibit obvious bad behaviour. Bayesians consider this a good thing, because it makes distinguishing good models from bad models easier.

  • @manuelsputnik
    @manuelsputnik 6 лет назад

    Bayes Theorem!!!

  • @stefaniewind5389
    @stefaniewind5389 5 лет назад

    Love that bookshelf! Where is it from?

    • @kebman
      @kebman 4 года назад

      The bookshelf company. They make bookshelves, mostly.

  • @nahiro12345
    @nahiro12345 6 лет назад

    I can see her doing that in the midle of a date.

  • @pattyboi55
    @pattyboi55 4 года назад

    I am so confused... how can probability be over 1? Numbers like 1.5, 2.97? Is that not 150% and 297%?

    • @ThinkLikeaPhysicist
      @ThinkLikeaPhysicist 4 года назад

      You're right. Probabilities cannot be greater than 1. But, those numbers were actually ratios of probabilities, so they can be greater than 1. I've got some videos on Bayes' Theorem over on my channel; you can check them out if you're interested.

  • @JohnSmith-nc9ep
    @JohnSmith-nc9ep 6 лет назад

    Easy!

  • @TalysAlankil
    @TalysAlankil 6 лет назад

    I really crave sushi now

    • @kebman
      @kebman 4 года назад

      I really crave a bento

  • @kebman
    @kebman 4 года назад

    5:54 bm

  • @segasys1339
    @segasys1339 5 лет назад

    What if you learn your prior belief was way off base? Why use it in the calculation at all?!

    • @kebman
      @kebman 4 года назад

      Do you mean, it was on guitar?

  • @therugburnz
    @therugburnz 5 лет назад

    What about the

  • @Wyvernnnn
    @Wyvernnnn 6 лет назад +6

    That's not a very good explanation of Bayes; I felt it was very convoluted.

    • @MadaxeMunkeee
      @MadaxeMunkeee 5 лет назад +1

      ​@Peter Nguyen There were a few glaring omissions, but the most important was that she didn't seem to discuss uncertainty. Being able to quantify uncertainty in a principled way is one of the most important things about Bayesian statistics.
      I did want to enjoy the video, but it doesn't really work except as an introduction of Bayes factors to a lay audience.

    • @pattyboi55
      @pattyboi55 4 года назад

      I am so confused... how can probability be over 1? Numbers like 1.5, 2.97? Is that not 150% and 297%?

    • @emeraldemperor2601
      @emeraldemperor2601 4 года назад

      @@pattyboi55no, that's not 2.97 probability, it's saying that Maria now thinks it's 2.97 times more likely Jordan is a fan

  • @chuongdo8257
    @chuongdo8257 6 лет назад +1

    If the .99 and .5 is her approximation, how accurate can she be? The numbers seem arbitrary here no?

  • @inventionexchange
    @inventionexchange 6 лет назад

    Best Sci-Fi: Star Wars or Star Trek?

    • @FootLettuce
      @FootLettuce 4 года назад

      Star Wars of course.
      Live long and prosper.

    • @ambarrivera6049
      @ambarrivera6049 4 года назад

      @@FootLettuce I see what you did there

    • @kebman
      @kebman 4 года назад

      Yes. And Dune.

  • @notSavant
    @notSavant 6 лет назад

    Finally a video with the right pace... In all your other videos you speak way to fast.

  • @jessbayes9621
    @jessbayes9621 5 лет назад +1

    i don’t know what this is about but at least my last name is in it🙃

    • @kebman
      @kebman 4 года назад

      What's the chance of that!? Well, P (I don't know | last name in it) .....

  • @Q_QQ_Q
    @Q_QQ_Q 5 лет назад

    *Blonde , Blue Eyes and Smart . what am i missing* ?

  • @jessephillips1233
    @jessephillips1233 6 лет назад

    I love porgs...for dinner.

  • @Petch85
    @Petch85 6 лет назад

    bayesian statistics + confirmation bios = ?

    • @VashdaCrash
      @VashdaCrash 6 лет назад

      It could be represented as a modifier that boosts the probability which favors the hypothesis and reduces the proc wich doesn't. I guess.

    • @kebman
      @kebman 4 года назад

      = A very smart CPU

  • @ethanelwell6290
    @ethanelwell6290 6 лет назад

    Hi

  • @diegopiscoya4318
    @diegopiscoya4318 6 лет назад

    give me heat engines pls

  • @LanarFalcon1
    @LanarFalcon1 6 лет назад

    What's the distribution name in the thumbtitle picture?

    • @MadaxeMunkeee
      @MadaxeMunkeee 5 лет назад

      It looks a bit like a gamma distribution to me, but reflected across the y axis

    • @MadaxeMunkeee
      @MadaxeMunkeee 5 лет назад

      Based on the second video, I reckon it's a binomial distribution, still reflected across the y axis.

  • @manuelsputnik
    @manuelsputnik 6 лет назад

    YESSSSSSS

    • @kebman
      @kebman 4 года назад

      My Preciousssss!1

  • @paul43700
    @paul43700 5 лет назад +1

    fist equation isnt Bayes' theorem its just a formula for conditional probability

  • @Jb-eb1gs
    @Jb-eb1gs 6 лет назад

    J

  • @TomerBenDavid
    @TomerBenDavid 4 года назад

    Good but too fast

  • @jhyland87
    @jhyland87 6 лет назад

    Hm... Very interesting analogy. lol

  • @hoangvietphu8467
    @hoangvietphu8467 6 лет назад

    🤗🤗🤗

  • @saurabsood2502
    @saurabsood2502 5 лет назад

    good information...just one comment..the narration is too FAST !

  • @bogoodski
    @bogoodski Год назад

    I have a physics and math degree in RUclips videos 😂

  • @jeremiahlarkins618
    @jeremiahlarkins618 6 лет назад

    She could wear a starwars shirt... Or go dressed like obiwan. Then it's a conversation starter

  • @thezebraherd8275
    @thezebraherd8275 6 лет назад +1

    I first learned about this in the master algorithm anyone else

  • @angelmackenziepatton3555
    @angelmackenziepatton3555 4 года назад

    I am not a fan of subjectivity in mathematics. Especially statistical data, as it negates the flawless nature of pure numbers that give statistics their inherently irrefutable significance.I was actually going to take Bayesian Inference next semester but may choose not to now. One might say I have updated my prior belie....Cheese and crackers! You've won this round Mister Doctor Bayes.

    • @Gallic_Gabagool
      @Gallic_Gabagool 4 года назад

      I do not agree. Statistics is NOT objective. Data is NOT objective. They are influenced by prior beliefs. Bayesian Statistics is actually much more scientific than frequentist statistics.

  • @will2see
    @will2see 4 года назад +2

    I've seen better explanations of Bayes theorem than this one...

    • @kebman
      @kebman 4 года назад +2

      Now, what is the chance of that?! Well, if P (better than that | this one) ......

  • @rockinstrawberries
    @rockinstrawberries 6 лет назад

    Woop so early

  • @donnysandley4649
    @donnysandley4649 6 лет назад

    I love you 😏 smart lady 👍

  • @lisxsales
    @lisxsales 6 лет назад

    I'm glad I'm not a Star Wars fan so I don't need to calculate the odds of my future partner being one either.

  • @evrensaygn1017
    @evrensaygn1017 Год назад

    Science isn't objective.

  • @MadaxeMunkeee
    @MadaxeMunkeee 5 лет назад

    I’m sure the host is a very skilled statistician, but it would have been nice to have more help on the script writing from a Bayesian. I don’t feel like this was a fair representation of bayesian statistics, and might even turn people off who might otherwise find it more convincing.
    The video wasn’t wrong, it just focuses on the wrong things and in so doing misses out on some important points. Especially uncertainty, but also quite a few other things.
    But as injustices in the world go, this is a pretty minor gripe.