I have notice that sometime detailed answers by experience mathematicians are not getting the number of up-votes that it deserves. Take this question for example, prove that $(1 + x)^\frac{1}{b}$ is a formal power series . Bill answered last and was at 0 for a while until I chose it as the best answer. So should there be a feature request to rank the answers based on reputation points? (also notice that second highest answer was the first answer).
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Just as there is often little correlation between answer upvotes and quality, so too there can be little correlation between rep and expertise, esp. as pertains to a particular field. For example, a user who amassed a high rep answering mostly elementary questions in calculus and linear algebra is not necessarily the most qualified to answer a question on deeper topics, e.g. class-field theory. The one-dimensional "rep" measure is far too limited to measure diverse attributes. As is rep is really a not good measure of anything, except perhaps "quickest answerer" (i.e. FGITW = "fastest gun in the west" in SE lingo). Given the limitations of the software platform (and the rarity of implemented feature requests) there is little hope that any solution is forthcoming from SE. Other richer platforms will probably appear soon (and they can import all the data here). In the meantime, one way to workaround these problems is to discourage FGITW behavior. For example, don't vote/accept till most answers have appeared. Always read the active questions, not the newest questions, so that you don't miss later answers and edits (and encourage newbies to do so). If a particularly good answer wasn't highly voted then bump the thread. If you browse answers by experts on your favorite topics you'll surely find that many of their most beautiful answers are the lowest voted; bump them! Link on/offsite to good answers (onsite links will promote the post in the automagically generated tag FAQ). Lastly, and most importantly, summon all your strength to resist engaging in FGITW behavior. The time spent reflecting on a question will lead not only to better answers (e.g. conceptual vs. brute-force), but will also yield a better learning experience for you - the answerer. I've learned many interesting things by chewing on questions that were posed in online math forums. You can too! |
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I am against such system. It will be hardly in favour of new users posting answers, and will "automatically" favour the high rep. users. If you consider the users with >10k rep. they all write great answers, that will likely to be voted high enough soon enough. Suppose I ask something and both Arturo, Pete, Bill and Qiaochu answered and gave great answers as they usually do. Now suppose there is a new user which gives an even better answer than all of the above. As it is unlikely that people will see it after all the great answers (plus several mediocre answers by other users with 2k rep.) ...and poof it is gone and no one has the power to read it and vote it up. So it is not a good idea. |
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