Maximum Likelihood Estimation for the Poisson Distribution

[@rostli1]

I am still not 100% sure what I am doing in this Stats class I am currently taking... but I REALLY appreciate these videos because they are way more helpful that the book I am using! Thank you thank you thank you!

[@rachdabourouga9396]

C'est la meilleure explication de l'estimation avec la méthode de maximum de vraisemblance ¡ Vraiment merci........... bonne continuation.

[@cardscook7721]

The best explanation on youtube. Thanks.

[@pauleseme8406]

What a great series on MLE, I now understand the concept in great detail, thanks a million!

[@hsinyulou1455]

Very well explained! Thank you!

[@hdrevolution123]

Amazing video

[@morningshiindi7496]

best video on maximum likelihood

[@user-cd5bt3kt7q]

Really loved it ❗ Thank you sir ❤️

[@DrewN-xn7kn]

Great video! Ty so much!

[@mfonobongakpan2365]

This was really helpful. Thank you 😊

[@BR-pj3xk]

Thanks for such a thorough explanation

[@kumolpaul9358]

very good explanation.

[@IsaacKalyango-mb5pn]

Why do we use the product

[@jsc0625]

Thank you so much for this!

[@airdzhang6632]

thank you for sharing this

[@davematthews100]

Thank you for this.

[@lucassoares6972]

Amazing! Thank you.
I have a question though, wouldn't log (Π xi!) be ∑log(xi!) ?

[@fakenewspropagator7887]

Yes it is, it doesn't matter though because it falls away when we take the derivative.

[@akashdey1497]

how to check if it is consistent?

[@lekatimi6702]

Thanks bro
You are a life saver

[@lucasamtaylor]

Amazing😊

[@rachdabourouga9396]

Superbe, merci infiniment.

[@primeslayer6673]

Thanks mate really helpful.

[@abcd-pk8qk]

Awesome

[@weitzun9691]

Could you do one for weibull distribution? 🙏🏻🙇🏻

[@gjworman]

Epic!

[@adrienmau8082]

Why do you go with log likelihood function ? You find the same result directly with the initial formula for likelihood.

[@peterwauyo2424]

First of all, it makes differentiation way easier, and also gives the same result