On 23 May 2014 08:57, meekerdb <meeke...@verizon.net> wrote:

>  On 5/22/2014 12:59 PM, John Clark wrote:
>
>
>  Why not? No physicist is going to take your theory seriously or even
> call it a theory if you can't calculate with it, if you can't get numbers
> out of it so it can be checked with observation.  Why is the proton 1836
> times as massive as the electron? Why is the neutron almost the same but
> not quite, why is it 1842 times as massive as the electron? Why do
> independent protons have a half life of an infinite number of minutes but
> independent neutrons have a half life of 10 minutes 11 seconds?
>
>
> See, JKC knows why the world of physics is described by mathematics - no
> other kind of description is as explicit and predictive.
>

I'm still not convinced that it isn't "out there" though. Anyone who became
interested in the same mathematical problems would get the same answers, as
far as I can see, regardless of whether they are living in a universe with
protons 1836 times as massive as electrons, or one made of completely
different constituents. I want a more convincing answer for why maths kicks
back than all this vague hand wavy stuff - yes it's explicit and
predictive, but why? Why does it work?

It still seems unreasonably effective to me.

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