Normal distribution: in the exponential family

A demonstration of how to show that the Normal (Gaussian) distribution is a member of the exponential family of distributions.
These short videos work through mathematical details used in the Multivariate Statistical Modelling module at UWE.

[@chromepakz115]

you are really good. thank you. I have no idea how your channel is not the highest recommended. you are a great teacher!!

[@chloechong940]

this is simple, straightforward and easy to understand, walked me straight through the steps of deriving exponential family for a Normal distribution, thank you so much!

[@michelecocchetti4243]

Grazie mille, mi hai risparmiato una domenica a fare esercizi!

[@rafaelbechaves]

You are amazing at teaching! Thank you so much!!

[@georgehealy8350]

Found this really useful thanks

[@macmac1283]

great video, thank you!

[@nondogopal1251]

Wow thanks

[@Headachesan]

That was a comprehensive walk-through. I think you made a mistake, using the binomial formulas, because (x-mu)^2 = x^2 - 2x mu + mu^2, you wrote (x-mu)^2 = x^2 + 2x mu - mu^2

[@maxwellobubu2148]

Lorenz Rumberger You are clearly wrong, she's right. You did not consider that there's a negative sign just outside the bracket. That affects everything

[@xruan6582]

comparable to khan academy