Simplify, Objectify and Stabilize Policies and Guidelines

Fragment of a discussion from Talk:May 2011 Update

Lest we not forget why we are having this discussion--the strategic imperative to reverse a trend of decline in our editor force while maintaining quality and improving coverage of topics in the encyclopedia.  As part of these goals we have to access our policy regime and process as to how it can contribute to strategic success of the project.

I believe simple, objective and stable policies/guidelines will help us achieve strategic success, but the process has to change to get there. 

Imagine Wonkville where anyone can change the speed limit on Elm Street.  A new guy shows up in town and asks, "what's the speed limit on Elm St?" well, it used to be 35mph, but today ole joe changed it to 39. Why? Well, the wonkville police would only give speeding tickets if you were going 5 miles or more above the limit. So joe calculated the real (as practiced) limit and changed the signs to 39. But, if the limit is now 39, does that mean you won't get a ticket unless you're going 45? Maybe, if we follow practice (ie, 5 mph over the posted limit), the new limit would really be 45. Well, the new guy liked the eariler 35mph limit, so he changed the sign to 31mph. Another new guy shows up and says What's the speed limit on elm street. Depends who you ask and what day it is.

Mike Cline19:17, 22 May 2011

The thing is that Wikipedia is not a bureaucracy and policies are not law.

If the real world were like Wikipedia, there would be no speed limits. There would be a policy "don't drive too fast".

Within that policy, there might be instability about what too fast is. One day it's "the flow of traffic". Another day it's "around 35 mph". But a new Wikipedian isn't going to get into trouble for driving 36 mph. They're going to get in trouble for driving blatantly "too fast".

I just haven't seen evidence that the rapid changes in policy are meaningful enough to create confusion and ambiguity where there would otherwise be clarity. Quite the opposite. Once a policy comes along, its spirit changes extremely slowly, if at all. And Wikipedia is more about the spirit of the policy than it is the letter.

I won't deny that the sheer volume of policy is scary for newcomers. But it has little to do with last week's changes.

Randomran21:49, 22 May 2011

Wikipedia is a bureaucracy, and it is full of little laws, like "if you drive 34mph in Elm Street you must keep your left hand out the window at all times", "However, if you are going 36mph you must be wearing a hat" and "If you are going 40mph, you must hold the hat before your eyes". Each little law has its bureaucrats to uphold it (even though, usually, the little laws are against central policies).

Wikipedia is all about letters and form. The spirit of Wikipedia is mostly unknown to users. - Brya 04:45, 23 May 2011 (UTC)

Brya04:45, 23 May 2011

That hasn't really been my experience with the project. I've found IAR to come into play in enough circumstances. No one full out ignores verifiability, but you do ignore it in the short run as you're working on bringing articles up to quality. And when new users run afoul of policy, it's not because they added a source that doesn't meet the nuanced "36mph while wearing a hat" rule. It's because they didn't add any sources at all.

Randomran17:24, 23 May 2011

As long as verifiability is understood properly (everything can be checked in a reliable source) it should never be ignored. If you do misunderstand verifiability as to mean that listing references is all important, then please ignore it.

And yes, some users, and consensuses, do ignore verifiability. And yes, you can get into trouble for any kind of reason at all, depending on where you are. You can get in trouble for failure to violate NOR, failure to violate V, or NPoV, for removing a false reference, or an empty link, for correcting "2+2=5" to "2+2=4". Anything at all.

There are really weird consensuses in Wikipedia. Anybody can edit and anybody can form any consensus about anything. There are no limits to weirdness, as long as a bunch of users get together and agree on something. - Brya 05:04, 24 May 2011 (UTC)

Brya05:04, 24 May 2011

»You can get in trouble for ... correcting "2+2=5"«: I'd like to see that! Reference or diff, please.

SebastianHelm19:25, 24 May 2011

I have seen things like that, but the point is that in practice a consensus can be anything whatsoever. Not just through the groupthink “A mode of thinking that people engage in when they are deeply involved in a cohesive ingroup, when the members' strivings for unanimity override their motivation to realistically appraise alternative courses of action” but also by the nature of the political process; politics is governed by interest, not by content, so if a group feels that a weird decision serves their interest, it will make that weird decision.

A consensus-system limits the contents that are possible within Wikipedia; just as "2+2=5" is rare, as it will usually be felt to be outside the consensus, so will anything of real quality be rare: the consensus will stop it. - Brya 06:24, 25 May 2011 (UTC)

Brya06:24, 25 May 2011

If by your first paragraph you mean that, as a whole, people tend to do what they think serves their interest, then I agree with that. That's a truism that does not only apply to "the political process". Your second paragraph is not only cynical, it's also impractical. It only could potentially be meaningful if you had a clear definition of "quality" that is distinct from "useful for a substantial group of people". Clearly, "2+2=5" fails that by a long shot, and it will therefore never survive in Wikipedia. SebastianHelm 02:15, 26 May 2011 (UTC)

SebastianHelm02:15, 26 May 2011

I have long ceased to be surprised at what survives in Wikipedia, for really long periods. Putting in "2+2=5" will not survive, but it needs only be rephrased a little and it stands a good chance of surviving.

I understand that there are many who do not know what "quality" is and who do not want to know, and in Wikipedia there are all too often conditions where it cannot exist. Still, it is a pity. - Brya 05:56, 26 May 2011 (UTC)

Brya05:56, 26 May 2011

Actually mathematicians operate with additive operations wherein 2 (+) 2 = 5, see e.g. en:Abelian group.

Tgeorgescu21:35, 26 May 2011

Touché! Shows once again that making up a good example is really hard (and dangerous) work. - Brya 05:48, 27 May 2011 (UTC)

Brya05:48, 27 May 2011