In the ongoing debate on open edit content (like wikipedia) the problem becomes how to gain reliability that an edit or an entry is accurate. Below I give a function that attempts to turn reliability into a function based on:
1) Number and quality of edits
2) tenure on wikipedia
Certain other things I considered:
Assume all edits are "voted" on (which indirectly they are if they are subsequently edited, or if they stand)
The quality of an edit is a function of time -- the longer it stands unchallenged, the more reliable it must be.
Of course, it is possible that it's complete fabrication on a wildly obscure topic (meaning no one has come along to challenge it). But, then the information is no niche can anyone claim expertise?
Also, the quality of an edit, after it is edited is a function of how much the of the original edit their is. If your entire entry is thrown out, how good could it be? On the other hand, a few tweaks means nothing.
Those edits must also be a function of the user who made them. After all, you don't want a mob of extremist to suddenly ban together to devalue a piece of factual, but controversial, information. Example: Abortion. Also, if that person has been time and again re-edited, then anything he has to say must be taken with a grain of salt.
It is with that that I propose this equation:
reliability of user = 1 - prod(1 ->num edits,n(i)) where n is the set of vote scores
in words, the user is only as reliable as the product of the score of his edits with the limit being 1
To account for partial edits we take a simple ration of the original text and divide by the size of the edit
sizeof(t)/sizeof(e)
vote score = 1 * 1 - (((t1/t2) * sizeof(t)/sizeof(e)) * user(n)) where t1 is the timestamp of the original edit ad t2 is the timestamp of the changes
So now, before any edit can occurr, it goes for a vote to anyone registered as a stake holder in an entry. (Easy to do in wikipedia)
2 options are possible:
1) Vote yes/no to keep the edit (-user for no +user for yes, sum them for result)
2) The edit exists temporarily until enough weight from other editors ocurrs.
So basically, edits are a vote on a subset of text. And if your text doesn't get challenged, then it stand.
What do you think?
1) Number and quality of edits
2) tenure on wikipedia
Certain other things I considered:
Assume all edits are "voted" on (which indirectly they are if they are subsequently edited, or if they stand)
The quality of an edit is a function of time -- the longer it stands unchallenged, the more reliable it must be.
Of course, it is possible that it's complete fabrication on a wildly obscure topic (meaning no one has come along to challenge it). But, then the information is no niche can anyone claim expertise?
Also, the quality of an edit, after it is edited is a function of how much the of the original edit their is. If your entire entry is thrown out, how good could it be? On the other hand, a few tweaks means nothing.
Those edits must also be a function of the user who made them. After all, you don't want a mob of extremist to suddenly ban together to devalue a piece of factual, but controversial, information. Example: Abortion. Also, if that person has been time and again re-edited, then anything he has to say must be taken with a grain of salt.
It is with that that I propose this equation:
reliability of user = 1 - prod(1 ->num edits,n(i)) where n is the set of vote scores
in words, the user is only as reliable as the product of the score of his edits with the limit being 1
To account for partial edits we take a simple ration of the original text and divide by the size of the edit
sizeof(t)/sizeof(e)
vote score = 1 * 1 - (((t1/t2) * sizeof(t)/sizeof(e)) * user(n)) where t1 is the timestamp of the original edit ad t2 is the timestamp of the changes
So now, before any edit can occurr, it goes for a vote to anyone registered as a stake holder in an entry. (Easy to do in wikipedia)
2 options are possible:
1) Vote yes/no to keep the edit (-user for no +user for yes, sum them for result)
2) The edit exists temporarily until enough weight from other editors ocurrs.
So basically, edits are a vote on a subset of text. And if your text doesn't get challenged, then it stand.
What do you think?
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