Roger

Karma: 1

Roger 6 Apr 2010 0:56 UTC

0 points

in reply to: Amanojack’s comment on: The mathematical universe: the map that is the territory

Amanojack,

Hi.  I agree with you completely and like the phrase "religion for intellectuals".   I just don't see the difference in saying that numbers and mathematics exist somewhere but we can never show you where and saying that other things exist somewhere but we can't show you where.  But, trying to get even very intelligent people (ie, your example of Goedel) to see this or even listen to this type of reasoning seems almost impossible.  Oh, well!   Thanks!

                                                                                                                    Roger

Roger 5 Apr 2010 20:57 UTC
0 points
in reply to: khafra’s comment on: The mathematical universe: the map that is the territory
Kharfa,
```
Thanks for your comment.  In response,
```
o You seem to be asserting anti-realism and trying to arrive at a correct ontology using an Aristotelian application of deductive logic. Would you like some help with that?

I’m not denying the reality of anything that you can show me. Please show me where “2+2=4” is or where it exists. Using that type of argument that things like this exist is like saying Santa Claus exists. That’s possible, but we can’t prove it or disprove it, and you can’t show him to me. There’s no point in discussing it. And, by the way, I don’t need any help with that. Patronizing attitudes especially when not backed up by sound reasoning are of no interest to me.

o there’s good evidence that minds are made out of math, instead of the contrary position.
```
I believe there's good evidence that minds are in heads and are made out of matter and energy, not mathematics.
```

Roger 3 Apr 2010 3:12 UTC
1 point
in reply to: khafra’s comment on: The mathematical universe: the map that is the territory
```
Hi.  After reading your posting on the mathematical universe, my coments are:
```
- The only way “2+2=4” can exist is if there are first two existent objects and then a mind to come up with the construct describing their addition. “2+2=4″ doesn’t exist on its own.
- My own view for why there is “something” rather than “nothing” is:
  1. There are two choices for why there is “something” rather than “nothing”:
    
    A. “Something” has always been here. B. “Something” hasn’t always been here.
  2. Choice A is possible but doesn’t offer much explanatory power so it won’t be
    pursued here.
  3. Going with choice B, if “something” hasn’t always been here, then “nothing” must have beeen here before it. By “nothing”, I mean complete non-existence which would be the lack of all volume, matter, energy, ideas/concepts, etc. However, in “nothing”, there is no mechanism to change this “nothing” into “something”. So, if “something” is here now, the only possible way is if “nothing” and “something” are one and the same thing. I think this is logically required if we go with choice B.
- If it’s logically required that “nothing” and “something” are the same thing, the next step is to try and figure out how this can be since they seem different. My view on how this can be is that they only seem different because we’re looking at them from two different perspectives. In thinking about “nothingness”, we use our mind, which exists. Next to something that exists, “nothing” just looks like nothing. But, in true “nothing”, there would be no minds there, and only then would “nothing” be completely self-defining (it says exactly what is there) and therefore existent.
  
  An idea that’s helpful in thinking about this topic is that the mind’s conception of something (“nothing” in this case) and the thing itself are different. Thanks for listening!
```
                                                                                                              Roger
```