But no, peer reviewed and published in a reputable journal is a fairly normal standard.
That being said, I think there needs to be some standard, and peer review seems like the best we have come up with. But is the current status quo for scientific publication the best we can do? I think that is an open question and we should be able to openly discuss alternatives.
and the whole "publishing papers" thing gets called out as a racket even on HN now and then
with many videos against it by former "academia" people on YouTube.
The sooner AI brings down such archaic customs into a gibbering pile of protesting rubble, the better innit?
But perceived truth and falsehood depend on convincing people - either convincing them one by one, or else convincing some gatekeeper, whose word will convince those who accept the gatekeeper.
You know in the past women (and other marginalized people) weren't allowed to publish scientific papers for the majority of human history?
Is this how you want your "truth" to be?
If so then man, no sympathy; these institutions deserve to be broken down. Let them spaz on the floor and throw tantrums all they want.
... spaz on the floor ...
I guess these little questions are what this article is really about.
Peer in peer-reviewed is a logical coherent and functional definition with answers.
The logical issue with 'peers' is how to bootstrap it. At that bootstrap moment you can ask "by whom?". We are several centuries past that moment.
The cultural/social question you might ask today is "why (keep) them?".
At which point people will naturally ask you to make a strong case for "why not them?".
Huh? We're about six decades past that moment.
What is the definition? If you tell me that, then I might be able to tell you if it is logical coherent and functional, I have a PhD in computational logic.
And you don't know how the peer-review system works?
Just a hunch but Claude saying your work is "PhD level" does not count
peer(X, 0) :- founding_peer(X).
electorate(T, count<Y>) :- peer(Y, T).
support(X, T, count<Y>) :- candidate(X), peer(Y, T), recognizes(Y, X, T+1).
peer(X, T+1) :- support(X, T, Votes), electorate(T, Total), 2 * Votes > Total.