Re: My model re Comp and Life re the Everything

2014-04-04 Thread Hal Ruhl
Hi Bruno:
 

On Friday, April 4, 2014 12:36:13 PM UTC-4, Bruno Marchal wrote:

 Hal,

 Yes, we might be on the same length wave for the ultimate TOE, 

 
Thank you
 

 but your terming is rather terrible.
  

 
I will work on it, perhaps needing some help.
 
Today I tend to think of the current state of my model as managing to 
parachute in using a bed sheet without sustaining a fatal injury.
 
Hal
 

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Re: My model re Comp and Life re the Everything

2014-04-03 Thread Hal Ruhl
 

Hi Bruno, John, Liz, and everyone:

 

Bruno:

 

Your comments helped me to refine my thoughts about my model and the model 
itself.

 

See below.

 

Thank you.

 

I believe my model as clarified below has convinced me that Comp to the 
degree I may understand it and to the degree it is “machine” is at least 
one component of a correct and complete description of our observer 
experience.  This because I believe it to be a different expression part of 
if not all of my approach.  There may be other components but this may be 
TBD. 

 

On 01 Apr 2014, at 01:48, Hal Ruhl wrote:

 

Reintroducing some mathematical terms to my model:

A distinction is a description of a boundary between two things see 
definition ”i”.  As a description it is a number - I suppose [a positive 
integer ?].

-

Do you mean the code of a program computing a predicate P(x), that is a 
function from N to {0, 1}, so that some digital machine can distinguish if 
some number, of finite input, verifies or not that property?

---

*I am not very strong on computer science but just an MSEE minted in 60’s, 
however I think my answer would be a qualified yes with the following 
qualifications:*

 

*a) I take your “predicate” to be the subject number itself.*

*b) The program for the machine is in that number.*

*c) The rest of the number is the data for the machine.*

*d) Not all numbers, such as maybe zero, can be distinctions since they 
encode an incomplete machine and or incomplete data.*

---

This makes a divisor - a collection of distinctions by definition “ii” - a 
collection of numbers.

Why use divisor, where x is divisor of y already means Ez(z*x = y), 
 (i.e. it exists a number z such that z times x is equal to y).



*By definition “ii” regarding “divisors” I merely give a relevant short 
name to a subset of numbers.*

 

*Also by “ii” some divisors contain zero distinctions [the “N”s by 
definition “iii”] but nevertheless can contain numbers that contain 
incomplete code.  *

 

*Further some divisors can contain numbers that are distinctions and some 
that are not because such numbers encode incomplete machines or data or 
both.*

 

*Notes:*

*I need to clarify definition “ii” per the underlined words above*

 

*Here I have tried to structure the clarifications so that there is no need 
to resort to a machine that is external to a divisor.*



The collection of numbers (codes of the total computable predicates) will 
not be a computable set of numbers, but you can compute a superset of them, 

--

*I am not sure I understand.  Some numbers [+integers] are excluded from 
being distinctions in the above because they contain incomplete codes. *

 

*However the full set of distinctions [call it “d”] should still be [I 
think] a countable infinite set of integers.  *

 

*Divisors include all subsets of the set {“d” Union [the set of all 
integers that are not distinctions - call this set “I”]}*

 

* This I think makes “A” -  the set of all divisors -  an uncountable 
infinite powerset of {“d” U “I”}.  So by your comment I think both {“d” U 
“I”} and “A” are computable (perhaps some with the aid of a random oracle. 
  *

 

--

by accepting that some code will not output any answer for some predicate 
(distinction)

---

*I think the above covers that.*

--

No machine can distinct the totally distinguishable from the non 
distinguishable.

--

*I do not think this applies, but I think my clarifications may  help 
decide the issue.*

 

*Many incomplete codings [machine, data or both] should produce output 
which is at least partly a guess on some of the incomplete coding [output 
of a random oracle].  I would identify this as the transition from an 
incomplete divisor [a universe state by assumption A2] to a successor 
divisor [universe state] which itself may be incomplete – a trace in “A” is 
started, continued or terminated [on a complete divisor].  *


--

Since I think any number can be description and thus a member of a divisor, 
“A” since it contains all divisors by assumption A1 contains all numbers.  I 
consider “A” to be the Everything.

---

*See the clarification of “Divisor” above.*



It works with the superset above. I think. As you are a bit unclear, I take 
the opportunity to understand you in the frame which makes already some 
sense to me (mainly the mechanist hypothesis).

--

*See my last comment below.*

--

To get a dynamic in the “A” - one of my personal goals - I point to the 
incompleteness of a subset of divisors.

A universe [see assumption A2] needs to answer all meaningful questions 
relevant to it, so it must eventually become complete in this sense.

Thus a trace from state to state is created within “A” for each universe.  The 
trace eventually ends on a complete divisor. 

I see “A” and its traces 

Re: My model re Comp and Life re the Everything

2014-04-02 Thread Craig Weinberg


On Sunday, March 30, 2014 7:21:29 PM UTC-4, Hal Ruhl wrote:

 Hi everyone:
  
 I am currently interested in two questions:
  
 Does my model of why there are dynamic universes within the Everything 
 [latest version is below] include Bruno's Comp?  Hi Bruno.
  
 If life is inherently self destructive under any reasonable definition of 
 life [see some of my recent posts], then how does this impact the 
 Everything since I see it as a restriction [selection] on the scope of 
 possible universes? 
  
 Comments welcome. 
  
 Thanks
  
 Hal Ruhl
  
  
  

 DEFINITIONS:

  

 i) Distinction:

  

 That which enables a separation such as a particular red from other colors.


I call this Sense.
 

  

 ii) Devisor:

  

 That which encloses a quantity [zero to every] of distinctions. [Some 
 divisors are thus collections of divisors.] 


I would call this a quale (as in qualia)
 

  

 iii): Define “N”s as those divisors that enclose zero distinction.   Call 
 them Nothing(s).


This is not necessary to me. Something that functions only to enclose and 
does not enclose anything need not be reified. It's not 'Nothing', there 
just isn't anything there to define.
 

  

 iv): Define “S”s as divisors that enclose a non zero number of 
 distinctions but not all distinctions.  Call them Something(s). 


These are still just qualia. There doesn't need to be a 'nothing' defined, 
so any sense encounter or sense distinction is 'something'. Note that by 
saying that sense encounter, I am extending sense even beneath the level of i) 
Distinction. We need not be able to experience distinct difference to have 
awareness. Awareness makes distinctions and appreciated the, but 
distinctions are not things in themselves. We can tell the difference 
between anger and sadness, but they need not be distinct, nor does either 
one need to be made distinct to be felt. Anger is a self-evident condition 
of (our) experience which is not generated by distinctions.
 

  

  

 MODEL:

  

 1) Assumption # A1: There exists a set consisting of all possible 
 divisors. Call this set “A”.


I would call this the Absolute.
 

  

 “A” encompasses every distinction. “A” is thus itself a divisor by 
 definition (i) and therefore contains itself an unbounded number of times 
 [“A” contains “A” which contains “A” and so on. 


So far so good.
 

  

 2) An issue that arises is whether or not an individual specific divisor 
 is static or dynamic. That is: Is its quantity of distinction subject to 
 change? It cannot be both.


It can be both, neither, or one and not the other in some frame of 
reference ('in some sense'). In your terms I would say that each 
Divisor/Quale (Q) is made distinct from A by its signature perspectives of 
A (A minus Q), and its signature perspectives of every Other Q (O). For me 
the Earth is flat or round. For an rabbit it is only flat. For a rabbit on 
a spaceship it is only a round image. What is static or dynamic is a 
function of the relative scale of Q to O. 

 

  

 This requires that all divisors individually enclose the self referential 
 distinction of being static or dynamic. 


I can move or I can sit still. I need not choose a label of which one I am.
 

  

 3) At least one divisor type - the “N”s, by definition (iii), enclose no 
 such distinction but by (2) they must enclose this one.


Lost me there. Why would nothing have to be defined as static or dynamic. 
Nothing can be neither. Stasis and motion are distinctions (qualia) just 
like everything else.
 

   This is a type of incompleteness.  [A complete divisor can answer any 
 self meaningful question but not necessarily consistently i.e. sometimes 
 one way sometimes another] That is the “N”s cannot answer this question 
 which is nevertheless meaningful to them.  [The incompleteness is taken 
 to be rather similar functionally to the incompleteness of some 
 mathematical Formal Axiomatic Systems – See Godel.]


Once you define something as Nothings, you can't do anything with them. 
They are neither complete nor incomplete. They are certainly not capable of 
becoming aware of the meaningfulness of a question. Incompleteness relates 
to the limitations of formal representation, not to ontology. 

 

 The “N” are thus unstable with respect to their initial condition.  They 
 each must at some point spontaneously enclose this stability distinction.  
 They thereby transition into “S”s. 


I can get behind a notion of Almost Nothing (±N), in which case I would 
agree in the instability in which there is a fluctuation toward and away 
from distinction. The transition is not objective though - it is the 
perspective, the window of sense through which distinctions are made that 
is giving the appearance of transition. From the perspective of A, beyond 
time, the transition is eternal, instantaneous, and everything in between.

  

 4) By (3) Transitions between divisors exist.


Locally, yes, but it is relativistic. The acorn appears to us to 

Re: My model re Comp and Life re the Everything

2014-04-01 Thread ghibbsa

On Monday, March 31, 2014 12:21:29 AM UTC+1, Hal Ruhl wrote:

 Hi everyone:
  
 I am currently interested in two questions:
  
 Does my model of why there are dynamic universes within the Everything 
 [latest version is below] include Bruno's Comp?  Hi Bruno.
  
 If life is inherently self destructive under any reasonable definition of 
 life [see some of my recent posts], then how does this impact the 
 Everything since I see it as a restriction [selection] on the scope of 
 possible universes? 

 
I would struggle to imagine an expression of life is inherently 
self-destructive that is meaningful by itself. There's always a sense or 
context in which life has a certain property. Life is inhernent absorbant, 
recycling, balancing, pulsating even, life is inherently hairy or scaly, or 
cellular...beat cellular., 
 
You need to say something more than just the property. Because life is 
inherently self destructive. But then again, life is the most long running 
chemical sequence in the universe. So on that measure life is the least 
destructive. A chemical reaction will exponentiall seek equilibrium, 
which is self destructive from the perspective of the chemical reaction. 
 
IMHO rather than produce a large landscape of essentialy personal creative 
envisioning what the world is like, focus on one thing, and look into it 
intensively and if you manage to get a breakthrough in understanding, speak 
of that. Take it further. Now you're a scientist, a discovery. A lot better 
than to be creative definer. Thus far, regarding the tendencies of life, 
you've not added anything. No slight intended...it's really hard to add 
something. It's really easy to throw out a load envisioning.  

  

 
 

  
  
  

 DEFINITIONS:

  

 i) Distinction:

  

 That which enables a separation such as a particular red from other colors.

  

 ii) Devisor:

  

 That which encloses a quantity [zero to every] of distinctions. [Some 
 divisors are thus collections of divisors.] 

  

 iii): Define “N”s as those divisors that enclose zero distinction.   Call 
 them Nothing(s).

  

 iv): Define “S”s as divisors that enclose a non zero number of 
 distinctions but not all distinctions.  Call them Something(s). 

  

  

 MODEL:

  

 1) Assumption # A1: There exists a set consisting of all possible 
 divisors. Call this set “A”.

  

 “A” encompasses every distinction. “A” is thus itself a divisor by 
 definition (i) and therefore contains itself an unbounded number of times 
 [“A” contains “A” which contains “A” and so on. 

  

 2) An issue that arises is whether or not an individual specific divisor 
 is static or dynamic. That is: Is its quantity of distinction subject to 
 change? It cannot be both.

  

 This requires that all divisors individually enclose the self referential 
 distinction of being static or dynamic. 

  

 3) At least one divisor type - the “N”s, by definition (iii), enclose no 
 such distinction but by (2) they must enclose this one.  This is a type 
 of incompleteness.  [A complete divisor can answer any self meaningful 
 question but not necessarily consistently i.e. sometimes one way sometimes 
 another] That is the “N”s cannot answer this question which is nevertheless 
 meaningful to them.  [The incompleteness is taken to be rather similar 
 functionally to the incompleteness of some mathematical Formal Axiomatic 
 Systems – See Godel.]

  

 The “N” are thus unstable with respect to their initial condition.  They 
 each must at some point spontaneously enclose this stability distinction.  
 They thereby transition into “S”s. 

  

 4) By (3) Transitions between divisors exist.

  

 5) Some of the “S”s resulting from “N”s [see (3)] may themselves be 
 incomplete in a similar manner but perhaps in a different distinction 
 family. They must evolve – via similar incompleteness driven transitions - 
 until “complete” in the sense of (3).

  

 6) Assumption # A2: Each element of “A” is a universe state.

  

 7) The result is a “flow” of “S”s most of which are encompassing more and 
 more distinction with each transition.

  

 8) This flow is a multiplicity of paths of successions of transitions 
 from element to element of the All.  That is (by A2) a transition from a 
 universe state to a successor universe state. 

  

 9) Our Universe’s evolution would be one such path on which the S 
 constantly gets larger.

  

 10) Since incompleteness can have multiple resolutions the path of an 
 evolving “S” may split into multiple paths at any transition. 

  

 11) A path may also originate on an incomplete “S” not just the Ns. 

  

 12) Observer constructs such as life entities and likely all other 
 constructs imbedded in a universe bear witness to the transitions. 

  

 13) Transition paths [“traces” may be a better term] can be of any length.

  

 14) A particular transition may not resolve any incompleteness of the 
 subject evolving S.

  

 15) White Rabbits: Since many elements of A are very 

Re: My model re Comp and Life re the Everything

2014-04-01 Thread Bruno Marchal

Hi Hal,


On 01 Apr 2014, at 01:48, Hal Ruhl wrote:



Hi Bruno:

Reintroducing some mathematical terms to my model:

A distinction is a description of a boundary between two things see  
definition i.  As a description it is a number - I suppose [a  
positive integer ?].




Do you mean the code of a program computing a predicate P(x), that is  
a function from N to {0, 1}, so that some digital machine can  
distinguish if some number, of finite input, verifies or not that  
property?





This makes a divisor - a collection of distinctions by definition  
ii - a collection of numbers.


Why use divisor, where x is divisor of y already means Ez(z*x =  
y),  (i.e. it exists a number z such that z times x is equal to y).


The collection of numbers (codes of the total computable predicates)  
will not be a computable set of numbers, but you can compute a  
superset of them, by accepting that some code will not output any  
answer for some predicate (distinction)


No machine can distinct the totally distinguishable from the non  
distinguishable.




Since I think any number can be a description and thus a member of a  
divisor, A since it contains all divisors by assumption A1  
contains all numbers.  I consider A to be the Everything.


It works with the superset above. I think. As you are a bit unclear, I  
take the opportunity to understand you in the frame which makes  
already some sense to me (mainly the mechanist hypothesis).





To get a dynamic in the A - one of my personal goals - I point to  
the incompleteness of a subset of divisors.


A universe [see assumption A2] needs to answer all meaningful  
questions relevant to it, so it must eventually become complete in  
this sense.


Thus a trace from state to state is created within A for each  
universe.  The trace eventually ends on a complete divisor.


I see A and its traces as a UD.

It is, if you take the superset above. If you take only the total  
predicates, you get a sort of god, which means a non Turing emulable  
entity. This one is not even emulable with the halting oracle. But the  
UD makes clear we don't have to assume it in the ontology once we  
assume mechanism.






As for the issue of the nature of life please see my draft at:

http://arobustfuturehistory.wordpress.com/

It is a pleasure to converse with you again.


Thanks, you are welcome back,

Bruno





On Monday, March 31, 2014 4:12:08 AM UTC-4, Bruno Marchal wrote:
Hi Hal,

I read and try to understand. I am not sure life is inherently self- 
destructive. It is more inherently self-replacing.
Can you define the A of your assumption more specifically? Your  
notion of divisors is quite vague for me.


Best,

Bruno


On 31 Mar 2014, at 01:21, Hal Ruhl wrote:


Hi everyone:

I am currently interested in two questions:

Does my model of why there are dynamic universes within the  
Everything [latest version is below] include Bruno's Comp?  Hi Bruno.


If life is inherently self destructive under any reasonable  
definition of life [see some of my recent posts], then how does  
this impact the Everything since I see it as a restriction  
[selection] on the scope of possible universes?


Comments welcome.

Thanks

Hal Ruhl



DEFINITIONS:

i) Distinction:

That which enables a separation such as a particular red from other  
colors.


ii) Devisor:

That which encloses a quantity [zero to every] of distinctions.  
[Some divisors are thus collections of divisors.]


iii): Define Ns as those divisors that enclose zero  
distinction.   Call them Nothing(s).


iv): Define Ss as divisors that enclose a non zero number of  
distinctions but not all distinctions.  Call them Something(s).



MODEL:

1) Assumption # A1: There exists a set consisting of all possible  
divisors. Call this set A.


A encompasses every distinction. A is thus itself a divisor by  
definition (i) and therefore contains itself an unbounded number of  
times [A contains A which contains A and so on.


2) An issue that arises is whether or not an individual specific  
divisor is static or dynamic. That is: Is its quantity of  
distinction subject to change? It cannot be both.


This requires that all divisors individually enclose the self  
referential distinction of being static or dynamic.


3) At least one divisor type - the Ns, by definition (iii),  
enclose no such distinction but by (2) they must enclose this one.   
This is a type of incompleteness.  [A complete divisor can answer  
any self meaningful question but not necessarily consistently i.e.  
sometimes one way sometimes another] That is the Ns cannot answer  
this question which is nevertheless meaningful to them.  [The  
incompleteness is taken to be rather similar functionally to the  
incompleteness of some mathematical Formal Axiomatic Systems - See  
Godel.]


The N are thus unstable with respect to their initial condition.   
They each must at some point spontaneously enclose this stability  
distinction.  They thereby transition into 

Re: My model re Comp and Life re the Everything

2014-04-01 Thread John Mikes
Dear Hal, you wrote as IMO the 'fundamental' statement:


*1) Assumption # A1: There exists a set consisting of all possible
divisors. Call this set A. *

 *A encompasses every distinction.*


Possible as per what? our present inventory of knowledge, or including what
we would deem impossible today? How about the presently unknown/unknowable
but included into Everything (A?) as additional items, qualia, functions
and divisors we have not the faintest idea about in today's inventory of
our knowledge?



This is my Agnosticism talking, 'assuming' more than our past - or present
- mental inventory even in some anticipatory and reverse-causational etc.
enhancement.


John Mikes


On Sun, Mar 30, 2014 at 7:21 PM, Hal Ruhl halr...@alum.syracuse.edu wrote:

 Hi everyone:

 I am currently interested in two questions:

 Does my model of why there are dynamic universes within the Everything
 [latest version is below] include Bruno's Comp?  Hi Bruno.

 If life is inherently self destructive under any reasonable definition of
 life [see some of my recent posts], then how does this impact the
 Everything since I see it as a restriction [selection] on the scope of
 possible universes?

 Comments welcome.

 Thanks

 Hal Ruhl




 DEFINITIONS:



 i) Distinction:



 That which enables a separation such as a particular red from other colors.



 ii) Devisor:



 That which encloses a quantity [zero to every] of distinctions. [Some
 divisors are thus collections of divisors.]



 iii): Define Ns as those divisors that enclose zero distinction.   Call
 them Nothing(s).



 iv): Define Ss as divisors that enclose a non zero number of
 distinctions but not all distinctions.  Call them Something(s).





 MODEL:



 1) Assumption # A1: There exists a set consisting of all possible
 divisors. Call this set A.



 A encompasses every distinction. A is thus itself a divisor by
 definition (i) and therefore contains itself an unbounded number of times
 [A contains A which contains A and so on.



 2) An issue that arises is whether or not an individual specific divisor
 is static or dynamic. That is: Is its quantity of distinction subject to
 change? It cannot be both.



 This requires that all divisors individually enclose the self referential
 distinction of being static or dynamic.



 3) At least one divisor type - the Ns, by definition (iii), enclose no
 such distinction but by (2) they must enclose this one.  This is a type
 of incompleteness.  [A complete divisor can answer any self meaningful
 question but not necessarily consistently i.e. sometimes one way sometimes
 another] That is the Ns cannot answer this question which is nevertheless
 meaningful to them.  [The incompleteness is taken to be rather similar
 functionally to the incompleteness of some mathematical Formal Axiomatic
 Systems - See Godel.]



 The N are thus unstable with respect to their initial condition.  They
 each must at some point spontaneously enclose this stability distinction.
 They thereby transition into Ss.



 4) By (3) Transitions between divisors exist.



 5) Some of the Ss resulting from Ns [see (3)] may themselves be
 incomplete in a similar manner but perhaps in a different distinction
 family. They must evolve - via similar incompleteness driven transitions -
 until complete in the sense of (3).



 6) Assumption # A2: Each element of A is a universe state.



 7) The result is a flow of Ss most of which are encompassing more and
 more distinction with each transition.



 8) This flow is a multiplicity of paths of successions of transitions
 from element to element of the All.  That is (by A2) a transition from a
 universe state to a successor universe state.



 9) Our Universe's evolution would be one such path on which the S
 constantly gets larger.



 10) Since incompleteness can have multiple resolutions the path of an
 evolving S may split into multiple paths at any transition.



 11) A path may also originate on an incomplete S not just the Ns.



 12) Observer constructs such as life entities and likely all other
 constructs imbedded in a universe bear witness to the transitions.



 13) Transition paths [traces may be a better term] can be of any length.



 14) A particular transition may not resolve any incompleteness of the
 subject evolving S.



 15) White Rabbits: Since many elements of A are very large, large
 transitions could become infrequent on a long path [trace] whereon the
 particular S itself gets large.  (Also few White Rabbits if both sides
 of the divisors on either side of the transition are sufficiently similar
 in size).









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Re: My model re Comp and Life re the Everything

2014-03-31 Thread Bruno Marchal

Hi Hal,

I read and try to understand. I am not sure life is inherently self- 
destructive. It is more inherently self-replacing.
Can you define the A of your assumption more specifically? Your notion  
of divisors is quite vague for me.


Best,

Bruno


On 31 Mar 2014, at 01:21, Hal Ruhl wrote:


Hi everyone:

I am currently interested in two questions:

Does my model of why there are dynamic universes within the  
Everything [latest version is below] include Bruno's Comp?  Hi Bruno.


If life is inherently self destructive under any reasonable  
definition of life [see some of my recent posts], then how does this  
impact the Everything since I see it as a restriction [selection] on  
the scope of possible universes?


Comments welcome.

Thanks

Hal Ruhl



DEFINITIONS:

i) Distinction:

That which enables a separation such as a particular red from other  
colors.


ii) Devisor:

That which encloses a quantity [zero to every] of distinctions.  
[Some divisors are thus collections of divisors.]


iii): Define Ns as those divisors that enclose zero distinction.
Call them Nothing(s).


iv): Define Ss as divisors that enclose a non zero number of  
distinctions but not all distinctions.  Call them Something(s).



MODEL:

1) Assumption # A1: There exists a set consisting of all possible  
divisors. Call this set A.


A encompasses every distinction. A is thus itself a divisor by  
definition (i) and therefore contains itself an unbounded number of  
times [A contains A which contains A and so on.


2) An issue that arises is whether or not an individual specific  
divisor is static or dynamic. That is: Is its quantity of  
distinction subject to change? It cannot be both.


This requires that all divisors individually enclose the self  
referential distinction of being static or dynamic.


3) At least one divisor type - the Ns, by definition (iii),  
enclose no such distinction but by (2) they must enclose this one.   
This is a type of incompleteness.  [A complete divisor can answer  
any self meaningful question but not necessarily consistently i.e.  
sometimes one way sometimes another] That is the Ns cannot answer  
this question which is nevertheless meaningful to them.  [The  
incompleteness is taken to be rather similar functionally to the  
incompleteness of some mathematical Formal Axiomatic Systems - See  
Godel.]


The N are thus unstable with respect to their initial condition.   
They each must at some point spontaneously enclose this stability  
distinction.  They thereby transition into Ss.


4) By (3) Transitions between divisors exist.

5) Some of the Ss resulting from Ns [see (3)] may themselves be  
incomplete in a similar manner but perhaps in a different  
distinction family. They must evolve - via similar incompleteness  
driven transitions - until complete in the sense of (3).


6) Assumption # A2: Each element of A is a universe state.

7) The result is a flow of Ss most of which are encompassing  
more and more distinction with each transition.


8) This flow is a multiplicity of paths of successions of  
transitions from element to element of the All.  That is (by A2) a  
transition from a universe state to a successor universe state.


9) Our Universe's evolution would be one such path on which the S  
constantly gets larger.


10) Since incompleteness can have multiple resolutions the path of  
an evolving S may split into multiple paths at any transition.


11) A path may also originate on an incomplete S not just the Ns.

12) Observer constructs such as life entities and likely all other  
constructs imbedded in a universe bear witness to the transitions.


13) Transition paths [traces may be a better term] can be of any  
length.


14) A particular transition may not resolve any incompleteness of  
the subject evolving S.


15) White Rabbits: Since many elements of A are very large, large  
transitions could become infrequent on a long path [trace] whereon  
the particular S itself gets large.  (Also few White Rabbits if  
both sides of the divisors on either side of the transition are  
sufficiently similar in size).






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Re: My model re Comp and Life re the Everything

2014-03-31 Thread John Mikes
Dear Hal,
I have been thinking about 'life' a lot over the past decades and came up
with ONE
(not my own) for our terrestrial bio-life (which is not 'all of it'). It
says a living entity has to absorb from the environment high sophistication
energy (e.g. metabolism) while exuding a portion as low level energy (e.g.
heat) continuing a reduction of its entropy (which is counterproductive).
Extending such 'life' ID may take care of that, producing synergy by
bio-death.
In my narrative about the cosmic existence the 'Everything' (Plenitude) is
an infinite symmetry (equilibration) of unrestricted items - beyond our
vaguest imagination today - and inevitably concentrates 'similar'(?) items
in the dynamic existence. I call these universes and as they form - they
re-dissipate into the equilibration (timeless spaceless system). From the
INSIDE, however, (time-space acknowledged) the process takes a long time
and extension. What our physicists call 'energy' is the stress to
re-dissipate.
In such sense the BIO-life is self destructive. It adds to the wrong pool.

I am far from being able to clarifying my ideas.

Forgive my intrusion

John Mikes


On Sun, Mar 30, 2014 at 7:21 PM, Hal Ruhl halr...@alum.syracuse.edu wrote:

 Hi everyone:

 I am currently interested in two questions:

 Does my model of why there are dynamic universes within the Everything
 [latest version is below] include Bruno's Comp?  Hi Bruno.

 If life is inherently self destructive under any reasonable definition of
 life [see some of my recent posts], then how does this impact the
 Everything since I see it as a restriction [selection] on the scope of
 possible universes?

 Comments welcome.

 Thanks

 Hal Ruhl




 DEFINITIONS:



 i) Distinction:



 That which enables a separation such as a particular red from other colors.



 ii) Devisor:



 That which encloses a quantity [zero to every] of distinctions. [Some
 divisors are thus collections of divisors.]



 iii): Define Ns as those divisors that enclose zero distinction.   Call
 them Nothing(s).



 iv): Define Ss as divisors that enclose a non zero number of
 distinctions but not all distinctions.  Call them Something(s).





 MODEL:



 1) Assumption # A1: There exists a set consisting of all possible
 divisors. Call this set A.



 A encompasses every distinction. A is thus itself a divisor by
 definition (i) and therefore contains itself an unbounded number of times
 [A contains A which contains A and so on.



 2) An issue that arises is whether or not an individual specific divisor
 is static or dynamic. That is: Is its quantity of distinction subject to
 change? It cannot be both.



 This requires that all divisors individually enclose the self referential
 distinction of being static or dynamic.



 3) At least one divisor type - the Ns, by definition (iii), enclose no
 such distinction but by (2) they must enclose this one.  This is a type
 of incompleteness.  [A complete divisor can answer any self meaningful
 question but not necessarily consistently i.e. sometimes one way sometimes
 another] That is the Ns cannot answer this question which is nevertheless
 meaningful to them.  [The incompleteness is taken to be rather similar
 functionally to the incompleteness of some mathematical Formal Axiomatic
 Systems - See Godel.]



 The N are thus unstable with respect to their initial condition.  They
 each must at some point spontaneously enclose this stability distinction.
 They thereby transition into Ss.



 4) By (3) Transitions between divisors exist.



 5) Some of the Ss resulting from Ns [see (3)] may themselves be
 incomplete in a similar manner but perhaps in a different distinction
 family. They must evolve - via similar incompleteness driven transitions -
 until complete in the sense of (3).



 6) Assumption # A2: Each element of A is a universe state.



 7) The result is a flow of Ss most of which are encompassing more and
 more distinction with each transition.



 8) This flow is a multiplicity of paths of successions of transitions
 from element to element of the All.  That is (by A2) a transition from a
 universe state to a successor universe state.



 9) Our Universe's evolution would be one such path on which the S
 constantly gets larger.



 10) Since incompleteness can have multiple resolutions the path of an
 evolving S may split into multiple paths at any transition.



 11) A path may also originate on an incomplete S not just the Ns.



 12) Observer constructs such as life entities and likely all other
 constructs imbedded in a universe bear witness to the transitions.



 13) Transition paths [traces may be a better term] can be of any length.



 14) A particular transition may not resolve any incompleteness of the
 subject evolving S.



 15) White Rabbits: Since many elements of A are very large, large
 transitions could become infrequent on a long path [trace] whereon the
 particular S itself gets large.  (Also few White Rabbits if both sides
 of 

Re: My model re Comp and Life re the Everything

2014-03-31 Thread Hal Ruhl
 
Hi Bruno:
 

Reintroducing some mathematical terms to my model:

A distinction is a description of a boundary between two things see 
definition ”i”.  As a description it is a number - I suppose [a positive 
integer ?].

This makes a divisor - a collection of distinctions by definition “ii” - a 
collection of numbers.

Since I think any number can be a description and thus a member of a 
divisor, “A” since it contains all divisors by assumption A1 contains all 
numbers.  I consider “A” to be the Everything.

To get a dynamic in the “A” - one of my personal goals - I point to the 
incompleteness of a subset of divisors.

A universe [see assumption A2] needs to answer all meaningful questions 
relevant to it, so it must eventually become complete in this sense.

Thus a trace from state to state is created within “A” for each universe.  The 
trace eventually ends on a complete divisor. 

I see “A” and its traces as a UD.

As for the issue of the nature of life please see my draft at:

*http://arobustfuturehistory.wordpress.com/*http://arobustfuturehistory.wordpress.com/

It is a pleasure to converse with you again.

Hal
 
 

On Monday, March 31, 2014 4:12:08 AM UTC-4, Bruno Marchal wrote:

 Hi Hal,

 I read and try to understand. I am not sure life is inherently 
 self-destructive. It is more inherently self-replacing.
 Can you define the A of your assumption more specifically? Your notion of 
 divisors is quite vague for me.

 Best,

 Bruno


 On 31 Mar 2014, at 01:21, Hal Ruhl wrote:

 Hi everyone:
  
 I am currently interested in two questions:
  
 Does my model of why there are dynamic universes within the Everything 
 [latest version is below] include Bruno's Comp?  Hi Bruno.
  
 If life is inherently self destructive under any reasonable definition of 
 life [see some of my recent posts], then how does this impact the 
 Everything since I see it as a restriction [selection] on the scope of 
 possible universes? 
  
 Comments welcome. 
  
 Thanks
  
 Hal Ruhl
  
  
  
 DEFINITIONS:
  
 i) Distinction:
  
 That which enables a separation such as a particular red from other colors.
  
 ii) Devisor:
  
 That which encloses a quantity [zero to every] of distinctions. [Some 
 divisors are thus collections of divisors.] 
  
 iii): Define “N”s as those divisors that enclose zero distinction.   Call 
 them Nothing(s).
  
 iv): Define “S”s as divisors that enclose a non zero number of 
 distinctions but not all distinctions.  Call them Something(s). 
  
  
 MODEL:
  
 1) Assumption # A1: There exists a set consisting of all possible 
 divisors. Call this set “A”.
  
 “A” encompasses every distinction. “A” is thus itself a divisor by 
 definition (i) and therefore contains itself an unbounded number of times 
 [“A” contains “A” which contains “A” and so on. 
  
 2) An issue that arises is whether or not an individual specific divisor 
 is static or dynamic. That is: Is its quantity of distinction subject to 
 change? It cannot be both.
  
 This requires that all divisors individually enclose the self referential 
 distinction of being static or dynamic. 
  
 3) At least one divisor type - the “N”s, by definition (iii), enclose no 
 such distinction but by (2) they must enclose this one.  This is a type 
 of incompleteness.  [A complete divisor can answer any self meaningful 
 question but not necessarily consistently i.e. sometimes one way sometimes 
 another] That is the “N”s cannot answer this question which is nevertheless 
 meaningful to them.  [The incompleteness is taken to be rather similar 
 functionally to the incompleteness of some mathematical Formal Axiomatic 
 Systems – See Godel.]
  
 The “N” are thus unstable with respect to their initial condition.  They 
 each must at some point spontaneously enclose this stability distinction.  
 They thereby transition into “S”s. 
  
 4) By (3) Transitions between divisors exist.
  
 5) Some of the “S”s resulting from “N”s [see (3)] may themselves be 
 incomplete in a similar manner but perhaps in a different distinction 
 family. They must evolve – via similar incompleteness driven transitions - 
 until “complete” in the sense of (3).
  
 6) Assumption # A2: Each element of “A” is a universe state.
  
 7) The result is a “flow” of “S”s most of which are encompassing more and 
 more distinction with each transition.
  
 8) This flow is a multiplicity of paths of successions of transitions 
 from element to element of the All.  That is (by A2) a transition from a 
 universe state to a successor universe state. 
  
 9) Our Universe’s evolution would be one such path on which the S 
 constantly gets larger.
  
 10) Since incompleteness can have multiple resolutions the path of an 
 evolving “S” may split into multiple paths at any transition. 
  
 11) A path may also originate on an incomplete “S” not just the Ns. 
  
 12) Observer constructs such as life entities and likely all other 
 constructs imbedded in a universe bear witness to the transitions. 
  
 13) 

Re: My model re Comp and Life re the Everything

2014-03-31 Thread LizR
On 1 April 2014 12:48, Hal Ruhl halr...@alum.syracuse.edu wrote:


 Hi Bruno:


 Reintroducing some mathematical terms to my model:

 A distinction is a description of a boundary between two things see
 definition i.  As a description it is a number - I suppose [a positive
 integer ?].

Sorry I don't quite see this. If you want to draw a distinction between a
particular shade of red and any other colour, how is that a number?

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RE: My model re Comp and Life re the Everything

2014-03-31 Thread hal ruhl
Hi Liz:
 
A number can be interpreted as encoded information.  The decoder can even be
a segment of the number.
 
Hal
 
From: everything-list@googlegroups.com
[mailto:everything-list@googlegroups.com] On Behalf Of LizR
Sent: Monday, March 31, 2014 7:53 PM
To: everything-list@googlegroups.com
Subject: Re: My model re Comp and Life re the Everything
 
On 1 April 2014 12:48, Hal Ruhl halr...@alum.syracuse.edu wrote:
 
Hi Bruno:
 
Reintroducing some mathematical terms to my model:
A distinction is a description of a boundary between two things see
definition i.  As a description it is a number - I suppose [a positive
integer ?].
Sorry I don't quite see this. If you want to draw a distinction between a
particular shade of red and any other colour, how is that a number?
 
 
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Re: My model re Comp and Life re the Everything

2014-03-31 Thread LizR
On 1 April 2014 13:18, hal ruhl halr...@comcast.net wrote:

 Hi Liz:


Hi Hal



 A number can be interpreted as encoded information.  The decoder can even
 be a segment of the number.


 This is true of course, however I'm still a bit confused. You define a
distinction as that which enables a separation which seems a bit of a
hazy notion to me. Of course that may be just me being obtuse. But ISTM
that if you wish to distinguish (say) a shade of red from other colours,
that could be encoded in many ways e.g. like a red, red rose or photons
with a wavelength of 700nm or pantone colour #12345 or neurone 12345
fires when the image appears on my retina - and no doubt a lot of other
ways.

Could you perhaps give some examples of how your model works?

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My model re Comp and Life re the Everything

2014-03-30 Thread Hal Ruhl
Hi everyone:
 
I am currently interested in two questions:
 
Does my model of why there are dynamic universes within the Everything 
[latest version is below] include Bruno's Comp?  Hi Bruno.
 
If life is inherently self destructive under any reasonable definition of 
life [see some of my recent posts], then how does this impact the 
Everything since I see it as a restriction [selection] on the scope of 
possible universes? 
 
Comments welcome. 
 
Thanks
 
Hal Ruhl
 
 
 

DEFINITIONS:

 

i) Distinction:

 

That which enables a separation such as a particular red from other colors.

 

ii) Devisor:

 

That which encloses a quantity [zero to every] of distinctions. [Some 
divisors are thus collections of divisors.] 

 

iii): Define “N”s as those divisors that enclose zero distinction.   Call 
them Nothing(s).

 

iv): Define “S”s as divisors that enclose a non zero number of distinctions 
but not all distinctions.  Call them Something(s). 

 

 

MODEL:

 

1) Assumption # A1: There exists a set consisting of all possible divisors. 
Call this set “A”.

 

“A” encompasses every distinction. “A” is thus itself a divisor by 
definition (i) and therefore contains itself an unbounded number of times 
[“A” contains “A” which contains “A” and so on. 

 

2) An issue that arises is whether or not an individual specific divisor is 
static or dynamic. That is: Is its quantity of distinction subject to 
change? It cannot be both.

 

This requires that all divisors individually enclose the self referential 
distinction of being static or dynamic. 

 

3) At least one divisor type - the “N”s, by definition (iii), enclose no 
such distinction but by (2) they must enclose this one.  This is a type of 
incompleteness.  [A complete divisor can answer any self meaningful 
question but not necessarily consistently i.e. sometimes one way sometimes 
another] That is the “N”s cannot answer this question which is nevertheless 
meaningful to them.  [The incompleteness is taken to be rather similar 
functionally to the incompleteness of some mathematical Formal Axiomatic 
Systems – See Godel.]

 

The “N” are thus unstable with respect to their initial condition.  They 
each must at some point spontaneously enclose this stability distinction.  They 
thereby transition into “S”s. 

 

4) By (3) Transitions between divisors exist.

 

5) Some of the “S”s resulting from “N”s [see (3)] may themselves be 
incomplete in a similar manner but perhaps in a different distinction 
family. They must evolve – via similar incompleteness driven transitions - 
until “complete” in the sense of (3).

 

6) Assumption # A2: Each element of “A” is a universe state.

 

7) The result is a “flow” of “S”s most of which are encompassing more and 
more distinction with each transition.

 

8) This flow is a multiplicity of paths of successions of transitions 
from element to element of the All.  That is (by A2) a transition from a 
universe state to a successor universe state. 

 

9) Our Universe’s evolution would be one such path on which the S 
constantly gets larger.

 

10) Since incompleteness can have multiple resolutions the path of an 
evolving “S” may split into multiple paths at any transition. 

 

11) A path may also originate on an incomplete “S” not just the Ns. 

 

12) Observer constructs such as life entities and likely all other 
constructs imbedded in a universe bear witness to the transitions. 

 

13) Transition paths [“traces” may be a better term] can be of any length.

 

14) A particular transition may not resolve any incompleteness of the 
subject evolving S.

 

15) White Rabbits: Since many elements of A are very large, large 
transitions could become infrequent on a long path [trace] whereon the 
particular S itself gets large.  (Also few White Rabbits if both sides of 
the divisors on either side of the transition are sufficiently similar in 
size).  

 

 

 

 

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