Gamma distribution is Conjugate prior for Poisson Likelihood

Demonstration that the gamma distribution is the conjugate prior distribution for poisson likelihood functions.
These short videos work through mathematical details used in the Multivariate Statistical Modelling module at UWE.

[@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!!!

[@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.

[@m_c_8656]

nice!

[@santiagoaparicioz9646]

Thanks ILY !

[@faryalmalik3341]

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

[@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.