I agree that users of physics.SE (new and/or old) can't curb their need to ask for resources based on [this question][1] (based on the tag), as explained [herein][2]. However, many users still ask questions which are duplicate. For example, [this thread][3]. So, would it be possible to create a new tag so as to open the Book recommendation FAQ (after necessary edits), so that it could be linked/suggested to users who might ask duplicate questions? 

And/Or, can we have a library feature/tab added somewhere at physics.SE which comes to the immediate notice of most users, if not all (i.e., as soon as they open physics.SE w/o login in/signing up, and which should not come off as an ad or notification, but can be viewed all the time)? 

Under the library feature/tab, the book FAQ list can be added along with other repositories of physics, such as a/an list/FAQ of legally available lecture notes on the WWW domain which can be deemed off as standard/good, as well as a/an list/FAQ of video lectures on physics from numerous universities (and their video archives). The lists can be maintained by moderators as well as reviewers or those who have one thousand reputation (or above), and it may be able to stop the "abuse" of the tag "resource-recommendation" as well as build a library of sorts for physics.SE which would, in turn, benefit many.

Edit: I also noticed that the Book recommendation FAQ of physics.SE is missing references to discussions on book requests for special relativity. Although I couldn't find many questions asking for books on SR, I found [this thread][4] which should be linked in the Book recommendation FAQ (in future after necessary edits, if at all), IMO.


  [1]: http://physics.stackexchange.com/questions/12175/book-recommendations
  [2]: https://physics.meta.stackexchange.com/questions/5307/do-we-need-want-an-overarching-books-question
  [3]: http://physics.stackexchange.com/questions/245821/what-is-a-good-primer-on-the-subject-of-physics
  [4]: http://physics.stackexchange.com/questions/95609/textbook-on-the-geometry-of-special-relativity