Why Haskell Is Next

Ғылым және технология

We teach you Haskell

Пікірлер: 21

  • @0xvector850
    @0xvector850 Жыл бұрын

    This is really cool! Please continue doing videos like this!

  • @sachindraragul1094
    @sachindraragul109410 ай бұрын

    Great intro to Haskell for Javascript devs

  • @raianmr2843
    @raianmr2843 Жыл бұрын

    So many languages, so little time to learn. Right now my learning queue goes like Rust -> Clojure -> Haskell -> programming endgame?. Would've probably started Haskell by now if it were more popular and man do I wish Haskell were more popular.

  • @ProjectExMachina

    @ProjectExMachina

    9 ай бұрын

    How is it going?

  • @vikingthedude

    @vikingthedude

    8 ай бұрын

    Clojure is great. I'm a year into it and I love its simplicity. it takes a bit more thought to create an "elegant" solution to problems if you're from an imperative/OOP background, but once that kind of thinking becomes second-nature, the code really does read very well

  • @user-tx4wj7qk4t

    @user-tx4wj7qk4t

    5 ай бұрын

    It's pretty popular, but go learn PureScript instead which works on node and the browser

  • @hashtag9990
    @hashtag9990 Жыл бұрын

    javascript will never be fixed, that's the beauty of it.

  • @raianmr2843

    @raianmr2843

    Жыл бұрын

    sounds like ur in a toxic relationship my dude

  • @hashtag9990

    @hashtag9990

    Жыл бұрын

    @@raianmr2843 if javascipt was to be fixed, it would've been ages ago, and we don't have to rely on transpilers, 100s of frameworks

  • @echoptic775

    @echoptic775

    Жыл бұрын

    ​@@hashtag9990its impossible to change js cuz you cant make any breaking changes

  • @vgilalejandria
    @vgilalejandria Жыл бұрын

    Got a notification from this channel and I was like "who is this girl?, Why I'm subscribe to her?, Why does she have a better voice than I?" Until I realized the channel theme 😛...

  • @licriss
    @licriss9 ай бұрын

    Lol the lodash description for curry is absolutely horrendous

  • @DB-nl9xw
    @DB-nl9xw10 ай бұрын

    can you explain the a -> a -> a I still don't understand

  • @stevenpe781

    @stevenpe781

    9 ай бұрын

    related to partial application (a 2 param fun is in fact a 1 param fun returning a function)

  • @licriss

    @licriss

    9 ай бұрын

    The Haskell: a -> a -> a add x y = x + y In plain JS terms that would be like: function add(x) { return (y) => x + y; } And calling it would be like: const x = add(1)(2) In this case 'a' refers to the type for the values, so x, y, z should all be the same type for it to be equivalent to "a -> a -> a" meaning const x = add("Hello ")("Currying") Would also fit that function type

  • @Takyodor2
    @Takyodor28 ай бұрын

    I hope nobody considers "true + 1 = 2" to be a "feature". That language broken, yo.

  • @taududeblobber221
    @taududeblobber221 Жыл бұрын

    i watched the first 2 minutes of this and i don't really understand it at all. maybe it's because i only know python and scratch.

  • @raianmr2843

    @raianmr2843

    Жыл бұрын

    come back to this video next year, im sure it'll make a whole lot more sense then. i have a whole playlist of videos that i return to every single year and it's testament to my learning that i always find something new in them.

  • @kazuhisamatsumoto9383
    @kazuhisamatsumoto938311 ай бұрын

    I'm not fluent in English, so I use Google Translate. Thanks for the interesting video. I'm just starting to re-learn category theory using Haskell and Javascript. I wrote a simple program about function composition, associativity, identity morphism, and unit rate. Javascript f = x => { return (x + 2) } g = x => { return (x * 2) } h = x => { return (x ** 2) } i = x => { return h( g(x)) } j = x => { return g( f(x)) } id = x => { return x } c1 = x => { return h(g(f(x))) } c4 = x => { return i ( f(x) ) } c5 = x => { return h(j (x) ) } c1 (3) => c4 (3) => c5 (3) => 100 c1(id(3)) => c4(id(3)) => c5(id(3)) => 100 id(c1(3)) => id(c4(3)) => id(c6(3)) => 100 Haskell f = \x -> x + 2 g = \x -> x * 2 h = \x -> x ^ 2 i = h . g j = g . f c1 = h . g . f c2 = (h . g) . f c3 = h . (g . f) c4 = i . f c5 = h . j c1 3 => c2 3 => c3 3 => c4 3 => c5 3 => 100 Since Haskell provides id (identity function) as standard, we omit the explanation. The result is similar to Javascript. It was so timely and I was so happy that I commented.

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