Re: Re: Can there be multiple numbers ?

2013-01-18 Thread Roger Clough
Hi Stephen P. King  

You can google this stuff up. 

preestablished harmony 
noun  
(in the philosophy of Leibnitz) synchronous operation of all monads, 
since their simultaneous creation, in accordance with the preexisting plan of 
God.  
  
I suspect that even God has to follow Godel's restrictions .

[Roger Clough], [rclo...@verizon.net] 
1/18/2013  
Forever is a long time, especially near the end. - Woody Allen 
- Receiving the following content -  
From: Stephen P. King  
Receiver: everything-list  
Time: 2013-01-17, 13:21:59 
Subject: Re: Can there be multiple numbers ? 


On 1/17/2013 11:46 AM, Roger Clough wrote: 
 Hi Stephen P. King 
 
 1) Sorry, I incorrectly abbreviated, as usual, by referring to the Supreme 
 Monad as God. 
 The correct version is that God observes and handles the world of monads from 
 behind or beyond the Supreme Monad. Somehow this may have led you 
 astray. I do believe that all monads are distinct. They exist because they 
 are 
 non-identical. 
 
 2) Distinct because each snapshot, or slide, pictures 
 the universe from our particular point of view. 
 
 3) We are all distinct from our histories (past perceptions), and from 
 our appetities. 
 
 4) We must all be distinct for the PEH to operate properly. 
 
 5) The PEH can only happen if there is only one, absolutely powerful God. 
 
 6) I hope I haven't missed anything. 

Hi Roger, 

 It seems that most of what I am explaining is lost to you. Could we  
try to restrict our discussion of Monadology to the PEH concept for now?  
Could you explain what the PEH is and how it works, as you understand it  
now? 

--  
Onward! 

Stephen 


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Re: Re: Can there be multiple numbers ?

2013-01-17 Thread Roger Clough
Hi Stephen P. King  

1) Sorry, I incorrectly abbreviated, as usual, by referring to the Supreme 
Monad as God.
The correct version is that God observes and handles the world of monads 
from 
behind or beyond the Supreme Monad. Somehow this may have led you 
astray. I do believe that all monads are distinct. They exist because they 
are
non-identical.

2) Distinct because each snapshot, or slide, pictures 
the universe from our particular point of view. 

3) We are all distinct from our histories (past perceptions), and from 
our appetities. 

4) We must all be distinct for the PEH  to operate properly. 

5) The PEH can only happen if there is only one, absolutely powerful God. 

6) I hope I haven't missed anything.

[Roger Clough], [rclo...@verizon.net] 
1/17/2013  
Forever is a long time, especially near the end. - Woody Allen 
- Receiving the following content -  
From: Stephen P. King  
Receiver: everything-list  
Time: 2013-01-16, 18:04:11 
Subject: Re: Can there be multiple numbers ? 


On 1/16/2013 11:41 AM, Roger Clough wrote: 

Stephen,  

Bruno endorsed at least part of my viewpoint below on whether 
there can be multiple identities. I allowed multiple identities 
(such as numbers) to exist in Platonia as long as they had different contexts. 


Dear Roger, 

Please see the post that I just submited under the subject line  

 Re: Math- Computation- Mind - Geometry - Space - Matter  

Identity requires the ability, the potency, for the act of making a 
distinction otherwise it is mute and degenerate. 
We must distinguish to even know that we exist, 
thus we are not ontologically primitive. You should consider the high price of 
assuming that the totality of all 
that exists is organized in a reductive, hierarchical and/or well founded 
manner. 
You keep insisting on a Supreme monad as distinct from other rest of the monads 
in contradiction to even Leibniz' discussions.  
from: http://philosophy.eserver.org/leibniz-monadology.txt 

  39. Now as this substance is a sufficient reason of all this variety 
of particulars, which are also connected together throughout; there is 
only one God, and this God is sufficient. 
  40. We may also hold that this supreme substance, which is unique, 
universal and necessary, nothing outside of it being independent of 
it,- this substance, which is a pure sequence of possible being, 
must be illimitable and must contain as much reality as is possible. 
  41. Whence it follows that God is absolutely perfect; for perfection 
is nothing but amount of positive reality, in the strict sense, 
leaving out of account the limits or bounds in things which are 
limited. And where there are no bounds, that is to say in God, 
perfection is absolutely infinite. (Theod. 22, Pref. [E. 469 a; G. vi. 
27].) 
This is a bit difficult, I admit, as you know that L had to cowtow to the 
religious authority of his day, but the idea of non-well foundedness was 
clearly implied. The difference that I am considering is mereological. The 
Perfection of the monad is the condition of Identity of all monads, what state 
at which all differences or varieties vanish. This makes the totality of all 
that exists to be the Supreme monad, there all differences between whole and 
part vanish (are degenerate). 

Why not consider that any one monad is defined by relations it has with all 
others (and itself) and thus there is no primitive monad in any well founded 
or reductive sense except the One whose properties vanish: the neutral ground 
of existence in-itself.  




--  
Onward! 

Stephen 


- Have received the following content -   
Sender: Bruno Marchal   
Receiver: everything-list   
Time: 2013-01-16, 10:59:12  
Subject: Re: Math- Computation- Mind - Geometry - Space - Matter  


On 16 Jan 2013, at 13:13, Roger Clough wrote:  


 Hi Bruno Marchal  
  
 Specific properties, at least down here, are needed  
 if you accept Leibniz' dictum that identical entities cannot  
 exist in this contingent world, for they would have the same identity.  
  
 I'm inclined to say that that is also true in Platonia,  
 which would be a disaster, for you could not say 1 = 1.  
 A saving grace might be that one of those 1's is before,  
 and the other, after the equal sign. That is, the numbers  
 are distinguished by context.  

I agree with all what you say here. Tell this to Stephen.  
Note that we are distinguished by context too.  

Bruno

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Re: Can there be multiple numbers ?

2013-01-17 Thread Stephen P. King

On 1/17/2013 11:46 AM, Roger Clough wrote:

Hi Stephen P. King

1) Sorry, I incorrectly abbreviated, as usual, by referring to the Supreme 
Monad as God.
 The correct version is that God observes and handles the world of monads 
from
 behind or beyond the Supreme Monad. Somehow this may have led you
 astray. I do believe that all monads are distinct. They exist because they 
are
 non-identical.

2) Distinct because each snapshot, or slide, pictures
 the universe from our particular point of view.

3) We are all distinct from our histories (past perceptions), and from
 our appetities.

4) We must all be distinct for the PEH  to operate properly.

5) The PEH can only happen if there is only one, absolutely powerful God.

6) I hope I haven't missed anything.


Hi Roger,

It seems that most of what I am explaining is lost to you. Could we 
try to restrict our discussion of Monadology to the PEH concept for now? 
Could you explain what the PEH is and how it works, as you understand it 
now?


--
Onward!

Stephen


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Re: Can there be multiple numbers ?

2013-01-16 Thread Stephen P. King

On 1/16/2013 11:41 AM, Roger Clough wrote:

Stephen,

Bruno endorsed at least part of my viewpoint below on whether
there can be multiple identities. I allowed multiple identities
(such as numbers) to exist in Platonia as long as they had different contexts.


Dear Roger,

Please see the post that I just submited under the subject line

 Re: Math- Computation- Mind - Geometry - Space - Matter


Identity requires the ability, the potency, for the act of making a 
distinction otherwise it is mute and degenerate. We must distinguish to 
even know that we exist, thus we are not ontologically primitive. You 
should consider the high price of assuming that the totality of all that 
exists is organized in a reductive, hierarchical and/or well founded 
manner. You keep insisting on a Supreme monad as distinct from other 
rest of the monads in contradiction to even Leibniz' discussions.

from: http://philosophy.eserver.org/leibniz-monadology.txt

  39. Now as this substance is a sufficient reason of all this variety
of particulars, which are also connected together throughout; there is
only one God, and this God is sufficient.
  40. We may also hold that this supreme substance, which is unique,
universal and necessary, nothing outside of it being independent of
it,- this substance, which is a pure sequence of possible being,
must be illimitable and must contain as much reality as is possible.
  41. Whence it follows that God is absolutely perfect; for perfection
is nothing but amount of positive reality, in the strict sense,
leaving out of account the limits or bounds in things which are
limited. And where there are no bounds, that is to say in God,
perfection is absolutely infinite. (Theod. 22, Pref. [E. 469 a; G. vi.
27].)

This is a bit difficult, I admit, as you know that L had to cowtow 
to the religious authority of his day, but the idea of non-well 
foundedness was clearly implied. The difference that I am considering is 
mereological http://plato.stanford.edu/entries/mereology/. The 
Perfection of the monad is the condition of Identity of all monads, what 
state at which all differences or varieties vanish. This makes the 
totality of all that exists to be the Supreme monad, there all 
differences between whole and part vanish (are degenerate).


Why not consider that any one monad is defined by relations it has 
with all others (and itself) and thus there is no primitive monad in 
any well founded or reductive sense except the One whose properties 
vanish: the neutral ground of existence in-itself.




--
Onward!

Stephen



- Have received the following content -
Sender: Bruno Marchal
Receiver: everything-list
Time: 2013-01-16, 10:59:12
Subject: Re: Math- Computation- Mind - Geometry - Space - Matter


On 16 Jan 2013, at 13:13, Roger Clough wrote:


Hi Bruno Marchal

Specific properties, at least down here, are needed
if you accept Leibniz' dictum that identical entities cannot
exist in this contingent world, for they would have the same identity.

I'm inclined to say that that is also true in Platonia,
which would be a disaster, for you could not say 1 = 1.
A saving grace might be that one of those 1's is before,
and the other, after the equal sign. That is, the numbers
are distinguished by context.

I agree with all what you say here. Tell this to Stephen.
Note that we are distinguished by context too.

Bruno




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