On Fri, Oct 16, 2020 at 3:38 PM Russell Standish <[email protected]>
wrote:

> On Fri, Oct 16, 2020 at 10:07:32AM +1100, Bruce Kellett wrote:
> >
> > It is refuted by the idea of unitary evolution in QM. Unitary evolution
> means
> > that everything is reversible,  If new microstates are created as the
> universe
> > expands, then this expansion cannot be reversed:  the creation of such
> > microstates gives an absolute arrow of time. This is generally rejected,
> > because physicists tend to believe in unitary dynamics. If dynamics are
> not
> > unitary, then the universe is not governed by the Schrodinger equation,
> and
> > arguments for the multiverse collapse.
>
> I'm not sure the last point follows, perhaps you can expand on it. But
> it is an interesting argument that the Layzer style "increase in
> microstates"
> should be enough to prevent a Hawking style "wavefunction of the
> universe".
>

I was talking about the Everett-style quantum many worlds. Other types of
multiverse (such as the existence of other cosmological Hubble volumes) are
not necessarily affected. Hawking's "wave function of the universe" is a
definite casualty if unitary evolution is denied.



> Could the ideas be made compatible by have the number of accessible
> microstates increasing over time, due to the expansion of the
> universe, but that the total number remains constant, or is even
> infinite? Or does that place us right back at the original problem of
> having a low entropy initial state.
>

I don't really understand this. An infinite number of microstates makes
little sense in standard thermodynamics.

Bruce

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