Amorphous means to be without "definite" form.


On Mar 21, 2011, at 7:52 AM, Andre Broersen wrote:

> Mary to dmb:
> 
> The reason for my question refers back to a series of posts last weekin which 
> Marsha's statement that SPOVs are ever-changing received strenuous objection 
> from yourself, Andre, and perhaps others.
> 
> Andre:
> Correct.
> 
> Mary:
> In an attempt to understand why Marsha's statement should be attacked I asked 
> the obvious question, which is, that if you don't believe SPOVs are 
> ever-changing, then that must mean you think they are unchanging.
> 
> Andre:
> I hope dmb and myself and others have clarified this for you Mary. They are 
> 'stable' and not fixed or immutable.
> 
> Mary:
> Now you say, much to my relief, that you do not believe that either, so I 
> really have to wonder what all the fuss was about with Marsha?
> 
> As I see it, there is no disagreement here and never was.  Marsha was never 
> conflating DQ with SQ and never saying SPOVs were anything but temporary.  
> So, again I ask, what's all the fuss?
> 
> Andre:
> The 'fuss' lies here Mary:
> 
> Marsha (Dec 18, 2010 to Tim): 'DQ is sq, sq is DQ. Most of us know this...' 
> and further in the post she repeats it: 'Right. DQ is sq, sq is DQ.
> 
> This is what I and others attacked. And earlier in the year:
> 
> Marsha: (July 23(?), 2010):'... a pattern is not limited to finite 
> definition. Patterns can be amorphous and still stable'. To which dmb 
> responded:'Amorphous means 'shapeless' or 'without form'. So you are saying, 
> in effect, that patterns are shapeless and without form. This is simply a 
> contradiction of the definitions of the terms. Again, that's why they're 
> called STATIC patterns'.
> 
> To my knowledge, Marsha has never retracted this conviction nor detracted 
> anything from it.
> 
> It is in this context you must see the 'fuss' being made. Marsha HAS 
> conflated DQ and sq. So this is not 'some kind of straw-man set up with the 
> intent to discredit Marsha'. Marsha's 'ever-changing' statement denotes 
> DQ=sq/sq=DQ.
> 
> It has been Marsha herself saying it 'loud enough and long enough' and yea I 
> therefore 'actually believe that's what she thinks'.
> 
> Your own statement that you do not think this is correct (i.e. conflating DQ 
> and sq) should put you on your back heels as well because this particular 
> statement contravenes and contradicts the most basic element of the MOQ. It 
> makes an undifferentiated mess of things. Are you not concerned about this?
> 
> 
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