Gamma distribution is Conjugate prior for Poisson Likelihood

[@flutesavy123]

Your videos are literally walking me through my hw! Thank you so much!!

[@obi6753]

you are really a great teacher. Thanks for making it look simple

[@BC-nw8hq]

Best part at 1:30. Thanks for the great videos!

[@hongkyulee9724]

Thank you for the very intuitive explanation.

[@ahm123456100]

WOW That was very useful for me you just save my life

[@yonghan533]

OMG, you're awesome...this is what i'm looking for!!!

[@faryalmalik3341]

how to use the bivariate prior distribution of the parameters of some distribution

[@ingridvlieg4811]

Best explanation ever!

[@rolfjohansen5376]

did not get that likelihood function, it looked the ordinary poisson dist ?should not a poisson likelihood contribute with some n in its parameters?

[@tosinadekunle646]

I am asking me the same question for 2 days now. Great teaching methods though.

[@santiagoaparicioz9646]

Thanks ILY !

[@m_c_8656]

nice!

[@fuzzybunnyluv]

rad

[@octale9445]

I don't understand

[@timallanwheeler]

I may have missed her explicitly saying it, but she applied Bayes' rule around 1:30 and dropped the denominator to work in the "proportional to" space.