On Monday, June 9, 2014 10:32:02 PM UTC+1, Liz R wrote:
>
> The TT has been so watered down that it doesn't prove anything except that 
> a glorified version of ELIZA can fool some of the people some of the time.
>

If the TT has been watered down, then the first question for me would be 
"doesn't this logically pre-assume a set of explicit standards existed in 
the first place"? 

Has there ever been a robust set of standards? I was under the impression 
the TT had been left in a very generic form. Nothing wrong with that on its 
own, but normally in science I would have said that while major 
propositions tend to start out in uber generic form, what happens - 
historically speaking - at least in terms of those histories that converge 
on an eventual 'realization' are cumulative additions of further levels of 
detail, more or less proportionate with how near to the 'realization' event 
things get. 

Note: the original high level uber-generic proposition is never replaced or 
deleted. What happens is more akin to the emergence of multiple underlying 
hierarchies of increasing levels of detail, which in turn correspond 
directly to the manner of 'realization' being progressively converged upon. 

The same, incidently, is true of the 'universal principles' - again those 
that proved to be most valueable (most of which relate one way or another 
to energy). 

One of my personal reasons for being interested in the 
computing/information situation, despite finding large amounts of where 
things are at the moment disagreeable, is because of a more general 
interest in precisely this, more generic matter of...I suppose.....if 
any...I suppose.....patterns or common characteristics are shared by the 
'universal principles'....not limited to what are usually regarded as the 
UP's, but also the 'propositions' such as the TT would be one. 

One of interesting features of the computing/information 'line' is that the 
sorts of transformations (from high level generic forms into hierarchical 
forms) I speak of have been notably absent. 

cutting a long waffle short, then, am I wrong about this? Concluding, then, 
by returning to what I said at the start (which directly linked to what you 
said in your post): is there an explicit robust framework for TT? Else, 
what sense 'watered down'? 

much obliged 2 ya.

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