Probability Lecture 2: Events, probabilities and the axiomatic setup - 1st Year Student Lecture

[@mjg239]

Loving his lectures! Please show more of this teacher on the channel!

[@huzaifath40]

the professor described reality in mathematically [axioms] and used those to derive other rules/relations... which I think is wonderful. I would love to attend these classes if I had the opportunity to

[@RigorousIgor]

TFW John Malkovich is explaining Probability Theory to you:)

[@fadz5210]

or Ron Howard!

[@prernamadan_25]

Wow.. Loving watching it.. Is it 1st year undergrad level or masters level??

[@combatninjaturtle]

most probably undergrad

[@raghavkalsi2812]

From where should I get problem sheet?

[@OxfordMathematics]

courses.maths.ox.ac.uk/course/view.php?id=4933 The link will be taken down at some point in the future. Enjoy!

[@scottychen2397]

I can confirm this works. You should go back to India if you have nerve to take their shit and be disgracefully unattentive towards the natural beauty being taught here

[@fernandocalmon3435]

@@OxfordMathematics is there anyway we can get the answers to the problem sheets

[@_gapry]

notes: - 23:50

[@BMK5298]

More Lectures please

[@disilin]

Love these lectures! I have a question about the arrangement. There are orders within each arrangement, which means in the first example, for the case n=6, the solution x1=1, x2=2, x3=3 is different from x1=3, x2=2, x3=1.

[@muhammadfaizanalibutt4602]

how is the total number of objects in example 1 equal to n+m-1?

[@sharketespark6495]

its when you add n ball symbols and m - 1 block symbols to get all distinct solutions

[@scottychen2397]

I mean when we do experiments putting balls of steel in glycerine, are they distinct. Absolutely impressive this kind of judaism

[@disilin]

if we have m block symbols, we will get the sum of Xi = n, i=1,2,...m, m+1 for the equation of discussion.

[@hamed6224]

❤❤