dragon96
There are scenarios where kill -9 isn't going to happen in time. What if the team that is harming people with AI is different from the one that is monitoring the harm? What if no one is monitoring? What if the user is intentionally malicious?
And wiping out humanity doesn't necessarily mean shooting people either. Every trader involved in the '08 financial crisis was locally acting in their own interests. Those could have easily been AIs optimizing trading strategies too.
[1] https://futurism.com/artificial-intelligence/us-military-pen...
That is what those terms mean, yes...
1. "I'm not entirely sure, but this is what it says to save you some time."
2. "You didn't ask the question precisely because you are not an SME, but I reworded it using the jargon that would allow the AI to answer better and here is the response."
3. "This response is AI, but in general my other ones are not"
4. "I trust the AI's response in this scenario."
If you want the ultimate depth:ruleset ratio, come learn Go :) Every game is so different and exciting
It's like the struggle that we've all had when learning our first programming language. If we weren't forced to wrestle with compilation errors, our brains wouldn't have adapted to the mindset that the computer will do whatever you tell it to do and only that.
There's a place for LLMs in learning, and I feel like it satisfies the same niche as pre-synthesized Medium tutorials. It's no replacement for reading documentation or finding answers for yourself though.
The lack of syncing doesn't bother me, because the purpose of taking notes always falls into one of these categories:
1. I read the code to get an idea of how something works. The code is there to make examples/variable names concrete, but I don't need to know the exact implementation.
If the notes need to sit in the code, usually that's because the answer spans multiple methods (eg "what does an e2e request look like?"). A set of comments on outdated code is always good enough for me.
Otherwise, a lot of times the answer can be summarized in one line (eg "where is the state tracked?" -> in FooBarClass). These can go into personal notes.
2. I need to know the implementation and it is complex and hard to follow.
If I need to know the implementation, either it is because I'm actively working on it, or I need to make [complex idea] more concrete in my head.
If it's the former, usually I'll have memorized it by the time I read through it.
If it's the latter, by the end of it I'll have gotten the main idea and it's fine to forget the implantation details.
https://2020.teammatehunt.com/puzzles/puzzle-not-found
For those who aren't sure how to get started (ROT13): Svaq gur sbhe bu sbhe cntr svefg
How does one determine whether an edtech startup like KA has succeeded or failed? As someone who has found KA useful at times, I don't understand where the author is coming from
I found something profound about that. Writing is hard when you don't have anything to write about, and maybe there's something analogous to be said for goal setting.
For example, I want to become a better systems programmer, but I'm not really sure what to do with that desire. Goals are hard. But when I see C++ code, I know that I tremble at the sight of syntax I'm not familiar with, and that uncertainty is much easier to act on. I still won't "know" C++ in its entirety after an afternoon Googling session, but I definitely made some progress
- Baba Is You
- Stephen's Sausage Roll
- Jelly no puzzle
- Braid
- Snakebird
Exactly my thoughts too.
I don't agree with the Eliezer doomsday scenario either, but it's hard to be convinced by a scientist who refuses to engage in discussion about the flagged risks and instead panders to the public's fear of fear-mongering and power-seizing.
https://dosequis.colorado.edu/Courses/MethodsLogic/papers/Wa...
There are many statements that fit into the category of "obvious once stated, but not obvious if you didn't consider the distinction to begin with".
Then I would try to implement it on my own without reading, having Chapter 3, the language specs, open in a different tab for reference. I chose Java because (1) I wasn't very familiar with it, and (2) I wanted the option to use their code snippets.
My goal is to pass all of the edge test cases the book mentions. So finally I would read the chapter and take some notes on the different design choices and test cases I missed. The reading is quite fast once you've already implemented because you know what to look for.
The process of writing will hopefully help you:
- build awareness of when your arguments are not airtight or when you make false assumptions
- modularize your thinking
- become more fluent with logical "vocabulary"
As for books, my personal favorites were Problem Solving Strategies (Engel) and Art and Craft of Problem Solving (Zeitz). They're both really approachable, have plenty of examples, and will give you a different perspective on what math can be about.Problem Statement
The Erdos conjecture that all primitive sets S satisfy f(S) <= f(PRIMES), where f(S) = sum_{s} (1/(s log s)) and PRIMES is the set of all primes.
Definitions Define A_q to be a primitive set such that all elements a are divisible by prime q, but no primes less than q.
* Example: A_3 contains multiples of 3, but no even numbers.
Define A*_q to be the set of all integers divisible by only primes >= q.
* Example: A_q is a subset of A*_q.
* Example: A_q is also a subset of q \* A*_q (i.e. multiply each element by q).
Define g(a) = 1/a * Product_{p<LargestPrimeDivisor(a)}[(1 - 1/p)].
* Example: if a=7, then the Product term (excluding the 1/a) is the "density" of A*_7. This is because (1-1/2) of integers aren't divisible by 2, (1-1/3) aren't divisible by 3, and (1-1/5) aren't divisible by 5.
* Example: if a=7, then g(7) is the density of all multiples of 7 that aren't divisible by 2,3,5.
Results In [1], Author proves that for all A_q, with A_q \neq {q}: f(A_q) < k*\sum_{a\in A_q} g(a) <= k*g(q), for a constant k.
* The first half of the inequality comes from a cited result: 1/(a log(2a)) < k*g(a).
* The second half of the inequality comes from clever construction of the sets S_a = (a \* A*_{LargestPrimeDivisor(a)}), for all a in A_q. These sets are constructed to satisfy g(a) = |S_a|/|NaturalNumbers|. So because (1) S_a and S_b are disjoint for a\neq b (2) S_a is a subset of A*_q, this implies that sum(g(a)) = sum(|S_a|) <= sum(|A*_q|) = g(q).
In [2], Author shows that k\*g(q) <= 1/(q log q). Note that the right-hand side of the inequality is equal to f({q}).
* This uses a pretty clever partitioning of the primitive set A into A_2 U A_3 U A_5 U ... U A_q U .... Combining with part 1, this implies f(A_q) < f({q}) for all primes q, so f(A) < f(PRIMES).
[1] https://arxiv.org/pdf/1806.02250.pdf
[2] https://arxiv.org/pdf/2202.02384.pdfAsking as a practioner interested in learning the conceptual underpinnings :)
So hiring through TripleByte would be conducted in some fixed-length time intervals (e.g. 1 month). Companies specify skills they're hiring for, interested engineers interview for the skills that TripleByte can screen for and supply a minimum salary (invisible to companies), and companies hiring that month bid starting at the min salary for the engineer with all other hiring companies.
If the market determines the hiring timeline, recruiters can't put you on hold if they're interested-but-not-sure, and can't use exploding offer tactics. It also pushes companies to be more honest about salary ranges and required skills. TripleByte would be responsible for providing feedback rather than the companies.