Live data from Hacker News

Is Betteridge's law of headlines correct?

calmerthanyouare.org

1–10 of 17 posts

Re: Is Betteridge's law of headlines correct?

#3
The title sets us up for contradiction! If it's correct then the answer to this post is Yes, which contradicts Betteridge's law, so the answer must be No. :)

edit: I didn't think this was controversial or anything, it was meant to be playful, sorry HN, I'll take my downvote lumps I guess.

Re: Is Betteridge's law of headlines correct?

#5
post #3

The title sets us up for contradiction! If it's correct then the answer to this post is Yes, which contradicts Betteridge's law, so the answer must be No. :) edit: I didn't think this was controversial or anything, it was meant to be playful, sorry HN, I'll take my downvote lumps I guess.

Classic Liar paradox...

http://en.wikipedia.org/wiki/Liar_paradox

Re: Is Betteridge's law of headlines correct?

#6
post #3

The title sets us up for contradiction! If it's correct then the answer to this post is Yes, which contradicts Betteridge's law, so the answer must be No. :) edit: I didn't think this was controversial or anything, it was meant to be playful, sorry HN, I'll take my downvote lumps I guess.

But answering "no" doesn't mean that, sometimes, the answer to these headline's question isn't "no". It simply means that Betteridge's law isn't always correct. Which I agree because, citing another pop/internet culture adage "only a Sith deals in absolutes".

Re: Is Betteridge's law of headlines correct?

#7
post #3

The title sets us up for contradiction! If it's correct then the answer to this post is Yes, which contradicts Betteridge's law, so the answer must be No. :) edit: I didn't think this was controversial or anything, it was meant to be playful, sorry HN, I'll take my downvote lumps I guess.

Classic Liar paradox... http://en.wikipedia.org/wiki/Liar_paradox

I immediately thought of Russell's paradox[0] but turns out they are indeed related[1].

0.http://en.wikipedia.org/wiki/Russell%27s_paradox

1.http://en.wikipedia.org/wiki/Russell%27s_paradox#Application...

Re: Is Betteridge's law of headlines correct?

#10
post #6
post #3

The title sets us up for contradiction! If it's correct then the answer to this post is Yes, which contradicts Betteridge's law, so the answer must be No. :) edit: I didn't think this was controversial or anything, it was meant to be playful, sorry HN, I'll take my downvote lumps I guess.

But answering "no" doesn't mean that, sometimes, the answer to these headline's question isn't "no". It simply means that Betteridge's law isn't always correct. Which I agree because, citing another pop/internet culture adage "only a Sith deals in absolutes".

..which in itself, is an absolute.

We've come full circle, here :)

Post reply on HN