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Welcome to Wikifunctions

wikifunctions.org

31–40 of 179 posts

Re: Welcome to Wikifunctions

#31
post #19

What is everyone's favorite function / formula? Mine is n/(n+x) It has a bunch of interesting aspects: As n gets bigger, it goes from 0 to 1. When n equals x, it is 0.5 As n gets bigger, the difference between n and n+1 gets smaller For two sufficiently large n's, the results are equal. Say somebody told you about a new cafe in town and that it is completely awesome. The best cafe ever. What probability do you assign…

One way to view this formula is to use the fact that the Beta distribution is a conjugate prior for the binomial distribution.

Essentially if you have a Beta(a, b) prior then your prior mean is a/(a+b) and after observing n samples from a Bernoulli distribution that are all positive, your posterior is Beta(a+n, b) with posterior mean (a+n)/(a+n+b). So in your example you effectively have a Beta(0, x) prior and x (“suspicious”/“gullible”) is directly interpreted as the strength of your prior!

Re: Welcome to Wikifunctions

#32

Is this a bet against LLMs?

No, the concept of Wikifunctions and Abstract Wikipedia has been brewing for some years. It's basically an extension/complement to Wikidata and the efforts to collect as much information as possible on Wikipedia in a language-agnostic way.

Re: Welcome to Wikifunctions

#35
post #29

Wondering, if a function execution will be able to (a) be called from a URL, with inputs ` https://wikifunctions.org/to-base-64?input=my%20string ` (b) retrieve the output from the URL ` https://wikifunctions.org/tobase-64?output=bXkgc3RyaW5n `? It could be used directly from the Browser's Omnibox URL address bar, such as with https://searx.be/info/en/search-syntax , https://duckduckgo.com/bangs , https://github.com/…

Well, MediaWiki has a comprehensive API, so yeah, see e.g. https://www.wikifunctions.org/wiki/Special:ApiSandbox#action...

But I don't think Wikimedia Foundation wants to provide a free-to-all unlimited compute... No idea what the resource limit plans are, etc. But at least now in this early phase, the user rights are very limited, anyway.

Re: Welcome to Wikifunctions

#36
post #19

What is everyone's favorite function / formula? Mine is n/(n+x) It has a bunch of interesting aspects: As n gets bigger, it goes from 0 to 1. When n equals x, it is 0.5 As n gets bigger, the difference between n and n+1 gets smaller For two sufficiently large n's, the results are equal. Say somebody told you about a new cafe in town and that it is completely awesome. The best cafe ever. What probability do you assign…

I think the jump from 1->2 ppl telling me it's the greatest cafe ever is a bigger jump than the jump from 0->1. Thus I think it would be more like a logarithmic curve.

Re: Welcome to Wikifunctions

#38
Well, that one hurts a bit. I think I got the domain name for close to 6 years now. Been paying ever since. Oh i got the hosting as well, been paying for that for 3 years at least.

If only I ever got to finishing it. Though my version looks more like stackoverflow where people can upvote edits of functions.

Re: Welcome to Wikifunctions

#39
post #19

What is everyone's favorite function / formula? Mine is n/(n+x) It has a bunch of interesting aspects: As n gets bigger, it goes from 0 to 1. When n equals x, it is 0.5 As n gets bigger, the difference between n and n+1 gets smaller For two sufficiently large n's, the results are equal. Say somebody told you about a new cafe in town and that it is completely awesome. The best cafe ever. What probability do you assign…

This isn't the same formula, but the concept is a bit reminiscent of https://steamdb.info/blog/steamdb-rating/
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