On Wednesday, May 29, 2019 at 3:15:46 PM UTC-5, Jason wrote:
>
> Appears to predict the arithmetical reality:
>
> "There exists, unless I am mistake, an entire world consisting of the 
> totality of mathematical truths, which is accessible to us only through our 
> intelligence, just as there exists the world of physical realities; each 
> one is independent of us, both of them divinely created and appear 
> different only because of the weakness of our mind; but, for a more 
> powerful intelligence, they are one and the same thing, whose synthesis is 
> partially revealed in that marvelous correspondence between abstract 
> mathematics on the one hand and astronomy and all branches of physics on 
> the other."
>
>
> https://monoskop.org/images/a/aa/Kurt_G%C3%B6del_Collected_Works_Volume_III_1995.pdf
>  on 
> page 323.
>
> Jason
>

This is the opinion similar to what most mathematicians think. Mathematics 
is a system that has objective truth. I don't necessarily "believe this," 
but I can see its point and will tip my hat towards it. In physics we tend 
often to view mathematics as more similar to rules of chess, and where the 
use of the rules defines the game. Here the game being how to model the 
physical world. I can see this as well. There is the Brouwer 
constructionist idea of mathematics that is related to this. Hilbert 
thought that mathematics was something existing on its own, which is the 
objectivist opinion, objectivist not in line with the quasi-philosophy of 
Ayn Rand, which is related to Plato's ideas of there being ideal forms 
outside of physical forms. 

What is the relationship between physics and mathematics? I have not the 
slightest clue. I see this as similar to Garrison Keillor's *Guy Noir* who 
in the introduction would have, "On a dark night in a city that knows how 
to keep its secrets, one man searches for life's persistent questions. Guy 
Noir private eye." As I recall the quote. 

LC

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