Re: Re: Where do life's choices come from ?

2012-09-10 Thread Roger Clough
Hi Stephen P. King 

God is not in time or space and so knows all of eternity and all actions.  


Roger Clough, rclo...@verizon.net
9/10/2012 
Leibniz would say, If there's no God, we'd have to invent him 
so that everything could function.
- Receiving the following content - 
From: Stephen P. King 
Receiver: everything-list 
Time: 2012-09-09, 13:05:30
Subject: Re: Where do life's choices come from ?


On 9/9/2012 6:20 AM, Roger Clough wrote:

Hi Jason Resch 

Where do the choices come from ? 

Seemingly from each individual monad. 
But these choices, at least in Leibniz's universe,
have already been decided in the pre-established harmony.

Dear Roger,

Could you explain to us in detail how there is a state of affairs that has 
already been decided in the pre-established harmony How can something be 
decided if that the action required to make the decision cannot occur? As I 
have posted previously, the concept of a PEH requires the equivalent to 
computing a solution to an NP-hard problem in order to be said to be available 
for such things as what we see in your statement here. One cannot have a 
solution to a problem before one actually finds it.





Since these choices have to be harmonious with the rest of 
the universe,  in some sense they would be of limited freedom
overall, although more than one solution might be possible
to maintain harmony. 


Yes, there are infinitely many possible solutions. To discover which is 
the best we must compare them all to each other with one single standard of 
measure.


Perhaps one solution would be optimal,
i don't know. The choice would at the same time appear
to be entirely free to the individual.

Choice exists simply because there is no a priori measurement of the 
objects that the individual is considering. Objects are not fixed and 
determined ab initio, they cannot be!



Probability theory might have a better answer than I have
provided. This suggest that perhaps QM could answer the question

Another solution might simply be the greatest 
good for the greatest number.

I agree, but only one quality or quantity can be greatest in that 
condition. There cannot be multiple greatest goods for many. Consider the 
distribution of 1 pound of bread to 100 people. To be fair, each will only get 
1/100 of a pound. This entire discussion is laboring under an error; the error 
of thinking that resources are fixed from the beginning. It is a naive view of 
the world that assume that the world is made up of fixed quantities of 
substances that can be distributed equally to all. 
The world does not work that way. Resources are products that result from 
processes, they are not fixes substances. If we need more of a product, we must 
increase the processes that generate them. It we need less of something, 
decrease the production. We cannot think in terms of static models to 
understand this and failure to use dynamic modeling is the most common sourse 
of problems in our world.




Roger Clough, rclo...@verizon.net
9/9/2012 
Leibniz would say, If there's no God, we'd have to invent him 
so that everything could function.


-- 
Onward!

Stephen

http://webpages.charter.net/stephenk1/Outlaw/Outlaw.html

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Re: Where do life's choices come from ?

2012-09-09 Thread Stephen P. King

On 9/9/2012 6:20 AM, Roger Clough wrote:

Hi Jason Resch
Where do the choices come from ?
Seemingly from each individual monad.
But these choices, at least in Leibniz's universe,
have already been decided in the pre-established harmony.


Dear Roger,

Could you explain to us in detail how there is a state of affairs 
that has already been decided in the pre-established harmony How can 
something be decided if that the action required to make the decision 
cannot occur? As I have posted previously, the concept of a PEH requires 
the equivalent to computing a solution to an NP-hard problem 
http://en.wikipedia.org/wiki/NP-hard in order to be said to be 
available for such things as what we see in your statement here. One 
cannot have a solution to a problem before one actually finds it.





Since these choices have to be harmonious with the rest of
the universe,  in some sense they would be of limited freedom
overall, although more than one solution might be possible
to maintain harmony.


Yes, there are infinitely many possible solutions. To discover 
which is the best we must compare them all to each other with one 
single standard of measure.



Perhaps one solution would be optimal,
i don't know. The choice would at the same time appear
to be entirely free to the individual.


Choice exists simply because there is no a priori measurement of 
the objects that the individual is considering. Objects are not fixed 
and determined ab initio http://en.wikipedia.org/wiki/Ab_initio, they 
cannot be!



Probability theory might have a better answer than I have
provided. This suggest that perhaps QM could answer the question
Another solution might simply be the greatest
good for the greatest number.


I agree, but only one quality or quantity can be greatest in that 
condition. There cannot be multiple greatest goods for many. Consider 
the distribution of 1 pound of bread to 100 people. To be fair, each 
will only get 1/100 of a pound. This entire discussion is laboring under 
an error; the error of thinking that resources are fixed from the 
beginning. It is a naive view of the world that assume that the world is 
made up of fixed quantities of substances that can be distributed 
equally to all.
The world does not work that way. Resources are products that 
result from processes, they are not fixes substances. If we need more of 
a product, we must increase the processes that generate them. It we need 
less of something, decrease the production. We cannot think in terms of 
static models to understand this and failure to use dynamic modeling is 
the most common sourse of problems in our world.



Roger Clough, rclo...@verizon.net mailto:rclo...@verizon.net
9/9/2012
Leibniz would say, If there's no God, we'd have to invent him
so that everything could function.


--
Onward!

Stephen

http://webpages.charter.net/stephenk1/Outlaw/Outlaw.html

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