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Is this how sols rng works

Suggestion: speaks more slowly and clearly, this video is difficult to follow.

Oogwey was right all along

Good

I had no idea you could code so well! BTW I am your friend Bart

Yesterday I heard of Lambda Calculus for the first time. It is something that is right up my street and I look forward to understanding it soon. However, for now, I am encountering barrage after barrage of geeky drivel from one geek back to himself and his fellow geeks who are entertaining one another with the notion that they have explained this thing clearly and adequately.

I am happy that the Romans did not invent lambda Calculus -- otherwise buildings worldwide must bear the mark of Church Encoding f(f(f(f(f(f(f(f(f(f(fx)))))))))))) <- LISP fans, you are welcome.

Can you enumerate each of the lambda calculus functions in order of the number of bits of information that it takes to represent their function?

I will leave some comment to boost the algo.

Great video. I hope you make more!

Watch this video and learn to train a custom checkpoint on anything in JS... Nice.

λ Beautiful λ

The original repo is very easy to use. You only need Python, Scoop, MiKTeX/LaTeX, and Manim

Thanks! I now understand xor generator :D

Random numbers: Gargoogolchime = 10^2,000 Gogolbong = 10^50,000,000 Guppyminutia = 10^-20 Guppyminex = 10^-10^20 Guppychunk = 10^15

somebody is copying my RUclips videos to his Facebook page. How do I prevent that ?

What kind of terminal do you use?

getting error Uncaught (in promise) TypeError: Cannot read properties of null (reading 'innerHTML') how do I fix this?

You say that the full definition of the add function is 🐑fxmn. (m f) (n f x). Sorry, I haven’t found a way to input the lambda character on an iPad, so I used the lamb emoji. How can I walk through the steps to apply that function? Is it like this? 🐑fxmn. (m f) (n f x) f x 2 3 (2 f) (3 f x) What do I do from here?

This is the best lambda calculus video I've watched of all. Thank you!

Hello sir (91 club colour predition) a game janrate 0 to 9 rendom number computer method Is it possible to guess what the next number will be?

Instead of using church encodings a great alternative is PCF xx

I declare and am imperative about the fact that this is a good video.

chinz

有沒有中文的

Very good explanation, thanks.

at 1:16 i don't understand how u just turned m^ed mod n=m to just m^ed = m mod n. How did u just switch the place of the modulo?

I finally understand the y-combinator now.

The quality of information Is exelent but the way how It Is explained Is really low level. Really Fast to have time to be understand. Sonetimes It looks that It Is an automatic voice that speak. I really Belive that this video Is superwow for the content but It Is terribly hard to really understand the content.

Great video! well explained

Very good video!

I'm new to programming. So when we use the random() method in python how is the seed determined there?

This is such a good, brief yet detailed explanation! Thank you!

This is amazing, thanks dude

Someone might have already mentioned it in the comments, but there was a bit of a problem with your example of declarative vs imperative. Both loop types you showed were declarative. Both are what's knows as a "for each loop" just using different syntax. Examples for imperative loops (sometimes also called "raw loops") are the for(int i = a; i<b; ++i), and while(condition) loops.

3:05 does the function return itself (i.e. return a function), or the value it received?

Computing is not math, kid. It's engineering. Please stop talking bullshit. ;-)

Extremely interesting way of computing already curious to learn more about catergory theory!

Returing instead of returning at 5:03 Nice vid btw

Corny

oumaydeactivate your channel now, youreso Corny

Good one thanks

at 10:20, shouldn't it be \mnfx.(mf)(nfx)?

thanks!!!!!

This is really really useful, but if I'm being honest, basically inaudible at times. Could you please talk a bit slower.

"what the equals sign means in math" - oh sweet summer child... the '=' sign in math is probably the most overloaded, pernicious, imprecise concept that rots the whole discipline of math at it's core.

i kinda like haskell tho, im currently learning how to do tail recursion now

It always annoyed me in c hoe relatively hard is is to get a random number

basically basically basically basically basically basically basically basically ...

Bro. Everything is great. But stop doing the thing => "you can actually do this like this" please dont do it, just show the actual. We dont need the other parts.