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It's sad how rare authoritative, free resources are on the web. It's cliche to say how incredible an opportunity the Internet presents to share the world's knowledge, but the most valuable knowledge, the serious scholarship, is effectively withheld from the public. Imagine how some debates would change if more authoritative resources were easily accessible (I don't want to exaggerate the value of 'authority', but it's a much better starting point than Wikipedia) and cited with a link, such as in HN discussions. Partly as a result the Internet is mostly rumor and popular notions, not knowledge.

I've even turned to SEP for mathematical concepts (to the extent it covers math), for example, because there is no free authoritative resource in that field.




> I've even turned to SEP for mathematical concepts (to the extent it covers math), for example, because there is no free authoritative resource in that field.

Does http://mathworld.wolfram.com/ not do the trick for what you were looking into?


I use MathWorld too but it's limited for my purposes, which includes conceptual understanding: Its articles tend toward strict definitions and not concepts, some terms I lookup are omitted, and unless you already are familiar with the term defined then it can be hard to comprehend.

Compare, for example:

* http://mathworld.wolfram.com/ModelTheory.html

* http://plato.stanford.edu/entries/model-theory/

EDIT: Replaced the examples with better ones


Scholarpedia is another good and authoritative source. The articles are typically written by the person who created the concept, or an active authority: http://www.scholarpedia.org


Indeed, one of the most authoritative sources. They should expand the fields treated, imo.


How does mathworld stack up against wikipedia for Math? I often wondered this.


Here's a review of Wikipedia's math articles by a mathematician:

http://wikipediocracy.com/2013/10/20/elementary-mathematics-...

If you don't already know what you are reading, you can't distinguish knowledge from nonsense.


I think a resource comparable to SEP for math is Princeton Companion to Mathematics. It would be indeed great if it were available on the web.


It is a really great guide. I had a failed plan to translate into Chinese years ago. Fortunately, the companion website has Google Search feature: http://press.princeton.edu/titles/8350.html




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