It avoids mathematical formulas, okay, but that doesn't make it plain English. I read the first sentence at least three times and I am still not absolutely sure that I didn't miss something and it says something (slightly) different then I think.
I then only read a couple of sentences every couple of pages and the impression I got was that it is essentially as technical as any axiomatic definition just without the clarity and compactness of mathematical formulas.
If you would like to download the paper without having to sign up to academia.edu, the abstract and a download link can be found here: "http://philpapers.org/rec/CORSL-3".
Thank you (to you and konz (https://news.ycombinator.com/item?id=9705512 ))! I've been wanting to read this, but not enough either to sign up at academia.edu or to read it through that site (I like to read in Preview or on paper). Coming from math, where the arXiv is deservedly the gold standard, I've never understood why other disciplines use these terrible aggregators.
LtU is hardly shitty blogspam. Commenters there are mostly PL researchers and the discussion is usually highly technical and gives better context to papers.
I don't care about the reputation of the site in general. My heuristic is as follows: is this link providing any editorial context for some original source? If the answer is no, I classify the link as blogspam.
This link right here is shitty blogspam. It deserves zero clicks.
Dunno, there are some blogs which are quite reputable and often you will find interesting comments on their site. I wouldn't paint it as black and white.
> No matter what human action you consider, if everyone does it to everyone
doing it to them, then everyone has it done to them by everyone to whom
they do it
I'm finding this incredibly hard to parse, yet feel like the point should be quite simple, and the paper seems to get harder from there.
> if every given proposition bears it to every proposition bearing it to the given proposition, then every given proposition is borne it by every proposition the given proposition bears it to.
I don't want to knock someone's efforts at this, but perhaps this is only a "plain english explanation" to someone who already understands the topic at hand?
I then only read a couple of sentences every couple of pages and the impression I got was that it is essentially as technical as any axiomatic definition just without the clarity and compactness of mathematical formulas.