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[XML-DEV Mailing List Archive Home] [By Thread] [By Date] [Recent Entries] [Reply To This Message] RE: The myth of 80/20
And the paradox is resolved by understanding that it is not a measurement (data) but a function that is being evaluated. The myth of unnecessary granularity. If we do the least possible, just for argument's sake, would a vector graphics language need any other shape elements beyond path and glyph? Should we have a framework that only manipulates the string values for vectors, or should we have collections with indexed access? Well, more and both. One aspect of spec writing and features is to be very clear about what level of the system/subsystem one is specing. We always seem to have a devil of a time getting people with different backgrounds to understand that an XML language spec in and of itself doesn't provide much in the way of interoperability without a runtime spec to go with it. Will we spec XML languages for XAML primitives? The browser created opportunities for competitors. It also limited them because the boundary between the browser and the operating system isn't real. It is politically convenient but not necessarily technically advantageous. It created a myth of superior engineering that was and is a fraud but it made such a fine free condiment that lots of people came to the party for the freebies. Now it is just a nuisance because like using free food to open a bar, once one has a steady and very large crowd, it is unnecessary overhead but the crowd believes they have a right to it. One reason a spec goes out of control is the politics of consensus (who understands what when and how loud or soft are they). 80/20 is a crowbar and a cudgel when that becomes politically difficult. len From: Robert Koberg [mailto:rob@k...] Bullard, Claude L (Len) wrote: > Then the problem becomes if by using that approach, > you are stuck in the place you get to, 80/20 can > hose you. The HTML browser is a good example of > a cul de sac. SVG may be another one. The last 20% reminds me of something a teacher threw out in a freshman philosophy class. And this goes to support Eric's point that is a myth. [hoping I remember correctly] A philosopher (Xeno?) put forth a arrow could never reach its target because before it could hit it, it had to go half the distance. Before it got half way it had to get halfway to the halfway point -- ad infinitem. -but it does get there- Oh well, back to work.
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