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Bayesian vs. Frequentist Statistics ... MADE EASY!!! 

Brian Greco - Learn Statistics!
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What is the difference between Bayesian and Frequentist statistics?

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17 апр 2024

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Комментарии : 9   
@avadhsavsani1148
@avadhsavsani1148 23 дня назад
After ages of scrolling through the internet to understand what probability means, I finally reach my destination. I always felt that the analogy of 'Probability of flipping a coin' has different interpretations, one being where we can confirm our beliefs after something has happened for a large frequency of time ( Now I can confirm that it is officially called as the FREQUENTIST APPROACH ) and other one where we just know that it is equally likely. Wrapping my head around these concepts and confirming my beliefs was really a painful one. I finally feel satisfied. Thanks Brian for this video.
@shreyanshchouhan3097
@shreyanshchouhan3097 2 месяца назад
Finally understood what it means when we say intervals are random in frequentist paradigm.
@YounesLab
@YounesLab 2 месяца назад
Awesome video! I am currently taking a module called "Reliability and Risk Analysis" that evolves around probabilities, your video was clear and helped me learn a bit more about that subject
@conceptualprogress
@conceptualprogress 28 дней назад
AWESOME VIDEO
@940ARK
@940ARK 2 месяца назад
Was looking into your Udemy course. Love your teaching style. Are these lessons included in your Udemy course?
@briangreco2718
@briangreco2718 2 месяца назад
Thanks! The Udemy courses are pretty different because they are structured from start to finish for a 4-10 hour course, whereas the RU-vid videos are designed to be standalone. Currently, there are only very small areas of overlap.
@santiagodm3483
@santiagodm3483 2 месяца назад
If i tell tou that my coin is fair and we launch a coin. We toss it 99 times and it comes up heads, what is the probability that we get tails if you use both approaches?
@briangreco2718
@briangreco2718 2 месяца назад
Probably very very small!
@adaogmailcom
@adaogmailcom 2 месяца назад
I just finished reading and studying the book E. T. Jaynes -- The probability Theory: The logic of Science and I wholeheartedly recommend to those who are interested in separating the wheat from the chaff.
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