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Question 27344 has two votes to close, but I don't (yet) understand why...
I vote to close any soft question that is only a single line long (so now it's three votes to close).
I think the comments have cleared things up a bit. I think some might be interested in improving the question. Now that the question is cw, almost anyone can edit...
I find questions about pedagogical practice to be very interesting, and they are relevant (or should be!) to all academic mathematicians. I absolutely think this question should remain open.
I'm also puzzled by the complaints about one line questions. When a question can be asked in one line, with all the relevant facts included, that means it is a well written question. For those who can't see the edit history, the original question was
Title: Is it more beneficial to given students a set of typed lecture notes at the beginning of the semester?
Body of Question: Or is it more instructional to use the blackboard to develop the theory?
Now, I don't like the style of using the body as a continuation of the title. But I can't think what more needs to be added to this to make it a well-focused question.
I don't like the question as written. As other commenters have said, it sets up a false dichotomy between different ways of presenting material to students. I think a question like this one should be asked on MO, but not this one. I am tempted to vote to close, but I think I will not, because I worry that voting to close would discourage people from improving the question.
I have thought a bit about how to improve it, and cannot come up with any reasonable ideas. In particular, I do not see a good way to improve the question without also making it even more discussiony. But I think that someone else might be able to do what I cannot.
Regardless, the question is not one that I will participate in. I have my styles about teaching, and I'm interested in sharing them and hearing others' styles. But not this one.
@David Speyer: One of my main criteria for a vote to close on a soft question is "How much effort did the OP put into the question?".
+1 Scott C!
I agree that there's room for improvement, and the specific question you suggest is certainly good, but I don't agree that specific questions are necessarily better. I think qualitative discussion and opinions from random experienced people can be very valuable (even when I don't specifically agree with them!), and there isn't really an alternative good forum to hear these kinds of things from this audience. I mean, meta threads can be used for that, but as they will always have less exposure I think it would be a good idea to keep them for discussing internal things like this, rather than, math-related-but-not-math questions.
I've highlighted the key phrase in your post that gives precisely the reason why this question is not suitable for MO. If you read the FAQ closely, you'll see that MO is not for discussions (not to say that you haven't already done so, it's more of a rhetorical point). Another point, as Scott C. noted is that the question does not admit an actual answer. It's also subjective and could be interpreted as argumentative.
I don't see that happening with MO, and if anything, the rules were enforced more strictly in the past.
I can think of a lot to say in response to this question, since I've recently switched to a system where I do now give out typed notes, but I'm not going to say it on MO.
If I post my experience now, who's going to read it?
It's just my opinion, so why should anyone heed it?
It's highly unlikely that it will change anyone's mind, so why should I take the time to type it?
If someone wants to follow-up on my experience and ask for more details, how do they do that?
My difficulty with questions of this type is that the answers are anecdotal; there is no specific research mentioned. I'm sure that (as has actually been said), with a fantastic lecturer then it doesn't matter what system they use. So anecdotes from fantastic lecturers are useless for the rest of us. What I'd be interested in is actual research that shows what are the advantages and disadvantages of the various styles. Then I could match them up against my own abilities and see which is the best fit. Trying to say that X is always better than Y is going to be wrong - the best method for students at Oxford is not going to be the best method for students at some other place (and before you jump to conclusions, the point is that Oxford has a tutorial system so lectures are not so stand-alone as in other universities).
On MO, I want to read definite answers that I can trust as being the best that I could find because they are the answers of those who ought to know, not random suppositions and anecdotes. I can read them on blogs (actually, I've pretty much stopped reading blogs now).
@Jeremy: I should make very clear that I make a distinction between "questions that I find interesting" and "questions that I'd like to see on MO". This is, in fact, a question that I think is extremely interesting and very important (as I said, I've recently shifted my own opinion on this and as with all recent converts to anything, I'm keen to proselytise!). Which is partly why I don't want to see it buried on MO! It's too important for that.
I think that mathematicians as a whole have actually been a bit late in realising the potential of the internet and MO may be, for many, their first realisation that they can interact with mathematicians from all over the world very easily. For such (and in it's initial days, I was one of these), it can be tempting to have all discussions on MO. But that detracts from MO. MO is very good at one thing, and forcing it in to other moulds weakens it. That there is no other place for these discussions should spur us on to find such a place (actually, setting up such a place would be very easy - about 10 minutes for me - but finding people to administer it would be more difficult) rather than trying to cram everything in to MO.
This particular topic is something I want to talk about when I can interact much more with the other people. Precisely because actual research is so hard to come by, I want to be able to interrupt with "but don't you find ..." or "how exactly do you do ..." and things like that. I need to come up with my own answer to questions like this, and no answer on MO is going to be an exact fit.
The basic difficulty with what you propose is that MO does not split. Anton does not have much control over the software and could not (if he wanted to) split it into segments.
But I have a problem with the suggestion that MO should be partitioned. Why do that? Why not make MO one part of a bigger framework? Stackoverflow has several components (stackoverflow itself, it has a "meta" site, there's also superuser and some others). We limit the potential if we say "one site = one community". The "nGroup" has three sites: the nCafe, the nLab, and the nForum. So far, no-one seems to have gotten confused.
The beauty of having lots of sites doing one thing well is that it's then up to each individual as to how much attention they pay to each one. I make certain choices, you'd probably make some others. Having small components that can be linked together means greater choice and so a much higher probability that all will find something that they like.
To my mind, the two greatest innovations of the internet are:
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