But that's only a small part of a huge legal frame, and as I said I don't know much about these problematics.
305 karma · joined August 3, 2023
But that's only a small part of a huge legal frame, and as I said I don't know much about these problematics.
You should cease to complain about other people being dumb, and just work on being understandable by anyone. That's a very complex job, as it may lead to what I'd call "extravagant analysis" (i.e. unfolding abstractions to the point you reach atoms or "implementations", [note, I do remember of a (joke) book titled "How to ride a bike" where the author explained literally everything you needed to know to be able to ride a bike, to the point it became absurd]).
Anyway, you should at least try it. Smart people often are terrible at explaining stuff because they don't need to do the work of diving into the atoms of abstractions, and because sometimes also language is not their primary tool to think about things.
Tldr; are you sure you are understandable ?
``` Here is a 35 keystrokes solution that beat your 36 keystrokes solution ! <89 keystrokes> ```
And then it keeps looping in the same way if you ask it about the seahorse emoji (or sometimes just lie about the keystrokes number).
In fact that's not surprising, what is rather surprising is that some of the solutions actually work (>= 100 keystrokes)
Fortunately, there are solutions.
I want to add that I think you are missing my argument here. Devices that allow you to speak without speaking shall soon be available to us [0].
The important aspect of my position is to think about the relevance of "applications" and "programs" in the age of AI, and, as an exaggeration of what is shown in that post, I was wondering if in the end, UI is not bound to disappear.
As for repetitive tasks, you can just explain to your computer a "common procedure" ?
"Make me happy"
"Make me happy"
"Make me happy"
Why would I need programs with colors, buttons, actual UI ?
I am trying to imagine a future where file navigators don't even exist : "I want to see the photos I took while I was in vacations last year. Yes, can you remove that cloud ? Perfect, now send it to XXXX's computer and say something nice."
"Can you set some timers for my sport session, can you plan a pure body weight session ? Yes, that's perfect. Wait, actually, remove the jumping jacks."
"Can you produce a detroit style techno beat I feel like I want to dance."
"I feel life is pointless without a work, can you give me some tasks to achieve that would give me a feeling of fulfillment ?"
"Can you play an arcade style video game for me ?"
"Can you find me a mate for tonight ? Yes, I prefer black haired persons."
Everytime I tried LLMs, I had the feeling of talking with a ignorant trying to sound VERY CLEVER: terrible mistakes at every line, surrounded with punchlines, rocket emojis and tons of bullshit. (I'm partly kidding).
Maybe there are situations where LLMs are useful e.g. if you can properly delimit and isolate your problem; but when you have to write code that is meant to mess up with the internal of some piece of software then it doesn't do well.
It would be nice to know from each part of the "happy users" and "mecontent usere" of LLMs in what context they experimented with it to be more informed on this question.
Now, that being said, I don't really care about all of this.
The USA population is equivalent to approximately 4% of the total world population.
Logical articulation, -and I don't know why- resonnates perfectly with my state of mind. If the "memory task" can be represented as a tree or axioms and theorems, then it feels like I already know it by heart (the information is compressed and can be developped from a small piece of information, be it a formula or a fact).
The weirdest is that some aesthetical ability in my brain allow me, through some kind of hallucination (There's no other word) to perceive logical articulation where it doesn't exist: I can remember phone numbers only because I see a "discourse" or articulation in them, when truly that's plainly wrong.
I also noticed I was much more "affected" by signs that weren't part of the road signalization when driving, and sometimes I know where a graffiti is, for example, better than I know which of the next two village is the nearest. (But at least I make people laugh).
I am amazed by my wife that is able to travel a whole country knowing almost exactly which town and village we will go through without looking at a map, while telling me about the names of the different mountains, hills and vegetal species around us (??????).
On the other hand, I cannot remember simple things such as where to go to <enter the name of a place> and I often have to wander and explore when I ride my car ...
Also, if you ask me what I did yesterday, it is highly probable that I won't be able to tell.
Also, I never know what day of the week we are, and sometimes I don't even know what month we are.
For every other aspect, learning new things is like learning things I already know.
I wonder how the world and humans will adapt to this. For now, the capitalistic pressure at least urges people to maintain services, I wonder how this will translate in a future where having a property (landmines, factory, farm, ...) and allowing it to be exploited are the only forms of professionalism.
I am afraid of the lust for power people seems to suffer from. Aren't there humans that would be glad to be winners among losers ? Why would these people share their valuable assets for free with anyone ?
1. build something noone can live without.
2. it already exists : market is too competitive
You have to build something that doesn't exist and which would be still considered as almost vital. next(x)={x} would give
1={0}
2={{0}}
3={{{0}}}
Kuratowski's encoding gives :
0=Ø=()
1={Ø}=(0)
2={Ø,{Ø}}=(0,1)
3={Ø,{Ø},{Ø,{Ø}}}=(0,1,2)
The cardinal of N is n and
every element in N are the predecessors of n.
Von Neuman's encoding gives :
0=Ø
1=0U{0}={Ø,{Ø}}
2=1U{1}={Ø,{Ø},{Ø,{Ø}}}
Now the cardinal of N is n+1, and n is the maximum
of the set N defining n.
Both Von Neuman's and Kuratowski's encoding allows us to define ordered tuples, but I cannot understand how to write the tuples for Von Neuman's in the context of natural numbers.
2 is {Ø,{Ø},{Ø,{Ø}}} with Von Neuman's
we can recognize 0 and 1 as the first and second element of the tuple : what is the third one ?