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Neotenic comments on Pluralistic Existence in Many Many-Worlds - Less Wrong Discussion

6 Post author: Neotenic 12 March 2013 02:18AM

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Comment author: Neotenic 17 March 2013 03:00:21PM 3 points [-]

It is less crazy than it sounds the more you study philosophy of physics I suppose. It basically depends on accepting or not that matter could be just relational properties, with nothing intrinsic.

Comment author: torekp 17 March 2013 03:16:48PM 1 point [-]

It's a leap of faith to suppose that even our universe, never mind levels I-III, is exhausted by its mathematical properties, as opposed to simply mathematically describable. And I don't really see what it buys you. I suppose it's equally a leap of faith to suppose that our universe has more properties than that, but I just prefer not to leap at all.

Comment author: ESRogs 14 May 2016 08:11:05AM 1 point [-]

What would it mean for our universe not to be exhausted by its mathematical properties? Isn't whether a property seems mathematical just a function of how precisely you've described it?

Comment author: torekp 15 May 2016 03:45:11PM *  1 point [-]

Let's start with an example: my length-in-meters, along the major axis, rounded to the nearest integer, is 2. In this statement "2", "rounded to nearest integer", and "major axis" are clearly mathematical; while "length-in-meters" and "my (me)" are not obviously mathematical. The question is how to cash out these terms or properties into mathematics.

We could try to find a mathematical feature that defines "length-in-meters", but how is that supposed to work? We could talk about the distance light travels in 1 / 299,792,458 seconds, but now we've introduced both "seconds" and "light". The problem (if you consider non-mathematical language a problem) just seems to be getting worse.

Additionally, if every apparently non-mathematical concept is just disguised mathematics, then for any given real world object, there is a mathematical structure that maps to that object and no other object. That seems implausible. Possibly analogous, in some way I can't put my finger on: the Ugly Duckling theorem.