Spyke

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Mammals have muscle?

Why is gatekeeping straightness even such an interesting topic people fixate over so much? Contrapoints "Are Traps Gay?" video provided some quite compelling answers to that question FWIW.

The universe started from a mysterious dot, we're apes in clothes, and one day we will all be dust. It seems weird af to devote so much energy to worrying about the rules of which genitals interlock with which.

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Free speech can’t flourish online — Social media is an outrage machine, not a forum for sharing ideas and getting at the truth

Free speech online doesn't even seem to be a particularly well-defined concept. Those who extol it the loudest are often looking to have the millionth "good faith discussion" about The Bell Curve, or use slurs as "just a joke", or promote a "dating and lifestyle coaching" business to teenage boys. If all they want is carte-blanche to say absolutely anything without being censored, I guess they only need to spin up a web server of their own, or run a lemmy instance. But what they actually want is to bypass the moderation rules on widely-used platforms and shit on the social contract. It's the same reason they don't show pornography, snuff footage, or other damaging content on television.

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The Moral Case for No Longer Engaging With Elon Musk’s X

I joined Twitter fairly recently as Machine Learning Twitter is/was a thing, and I wanted to stay abreast of news from people like Andrej Karpathy, Chris Olah, Andrew Ng etc., especially since r/MachineLearning went down the shitter.

But I can't even - I log on and just instantly see ragebait posts from Daily Mail talking heads and bullshit.

Are there any better alternatives for this purpose?

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The Ubuntu Bros!

I have used Ubuntu as the daily driver for the last 10 years, because support and tools are widespread and easy, and I don't need any extra pain in my life. Drivers are mostly present and working upon a clean install, and in the one case where the touchpad wasn't recognized, it was super easy to find an ubuntu forum post containing a 1-line command to fix it. But everybody says i should hate it and use Mint instead.

I'm open to give it a go, but in general, will most of the tutorials and fixes you find for Ubuntu also work with Mint?

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extension is INCOMPATIBLE with current GNOME version

I like Gnome because it looks sexy and sleek, and comes default on my Ubuntu. I have a little experience with XFCE and LXDE on Proxmox and Raspberry Pis, and they're perfectly functional and great, so I don't want to besmirch them. But they give me a kinda uneasy sensation like I'm using a tamagotchi or something. I don't know if this is only because I'm using them on low-power potato computers or without proper display drivers, but they just look a little crude by comparison.

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Windows eats partitions

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As an Ubuntu + Win10 dual booter I had a couple of instances where Windows update destroyed things so irreparably that live Ubuntu boot-repair failed to work, and hours of back-and-forthing error messages to Ubuntu IRC and discord support channels yielded nothing. And I'm too stupid to know any other way of fixing it, so I was SOL. Your milage may vary.

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What are the most mindblowing things in mathematics?

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There are many structures of proof. A simple one might be to prove a statement is true for all cases, by simply examining each case and demonstrating it, but as you point out this won't be useful for proving statements about infinite cases.

Instead you could assume, for the sake of argument, that the statement is false, and show how this leads to a logical inconsistency, which is called proof by contradiction. For example, Georg Cantor used a proof by contradiction to demonstrate that the set of Natural Numbers (1,2,3,4...) are smaller than the set of Real Numbers (which includes the Naturals and all decimal numbers like pi and 69.6969696969...), and so there exist different "sizes" of infinity!

For a method explicitly concerned with proofs about infinite numbers of things, you can try Proof by Mathematical Induction. It's a bit tricky to describe...

  • First demonstrate that a statement is true in some 1st base case.
  • Then demonstrate that if it holds true for the abstract Nth case, then it necessarily holds true for the (N+1)th case (by doing some clever rearranging of algebra terms or something)
  • Therefore since it holds true for the 1th case, it must hold true for the (1+1)th case = the 2th case. And since it holds true for the 2th case it must hold true for the (2+1)=3th case. And so on ad infinitum.

Wikipedia says:

Mathematical induction can be informally illustrated by reference to the sequential effect of falling dominoes.

Bear in mind, in formal terms a "proof" is simply a list of true statements, that begin with axioms (which are true by default) and rules of inference that show how each line is derived from the line above.

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Omegle shuts down after 14 years of operation.

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I never used the video chat for that reason, but I did have a few interesting discussions about philosophy and mathematics, when you were able to enter your interests and it matched you with people who'd entered the same.

Another piece of the olden-days internet died today. Buonanima.