Your response presents strong points but contains some redundancies and 
overlapping arguments. Here's a revised version with greater focus, while 
maintaining the original’s precision and accuracy:
------------------------------

Bruce, let’s directly address the epistemic interpretation of the 
wavefunction. While this view neatly avoids ontological commitments and 
sidesteps issues like FTL action, it doesn’t fully account for 
experimentally observed phenomena such as violations of Bell’s 
inequalities. These correlations are not just statistical artifacts of 
knowledge updates; they point to an underlying structure that resists 
dismissal as mere epistemic bookkeeping. The wavefunction’s role in 
consistently modeling entanglement and its statistical implications 
suggests questioning the existence of a deeper reality, challenging the 
sufficiency of an epistemic-only framework.

Your dismissal of the many-worlds interpretation (MWI) as "otiose" seems to 
rest on the assumption that collapse problems vanish within an epistemic 
interpretation. However, this presumes that the wavefunction need not be 
universal, a presumption computationalism challenges by treating the 
wavefunction as a measure over all computations. These computations are 
integral to the self-referential experiences of observers supported by 
them. MWI coherently explains quantum phenomena without relying on ad hoc 
collapse mechanisms, aligning seamlessly with observation and the 
mathematical structure of quantum theory.

While you assert that "science trumps speculative philosophy," 
computationalism reframes this dichotomy. The scientific method remains 
central but is contextualized as a study of observable phenomena emerging 
from the constraints of self-referentially correct systems. 
Computationalism is firmly grounded in formal structures such as 
arithmetic, computer science, mathematical self-reference, and modal 
logics, all of which have demonstrable explanatory power in areas like 
quantum mechanics with lots of open problems. Everett’s MWI aligns 
naturally with these foundations, dispensing with external collapse 
mechanisms and treating the universal wavefunction as the generator of 
first-person phenomenological experiences.

Solomonoff-Levi induction, while dismissed by some as speculative, provides 
a rigorous framework for algorithmic modeling of phenomena. Extending this 
into computational metaphysics reveals reality as fundamentally 
mathematical, with physicality arising as a projection supported by 
universal computation. Ignoring this recursive and hierarchical view of 
knowledge—where phenomenological "worlds" emerge from simpler computational 
interactions—has potential to limit our grasp of the conjunction between 
physics and consciousness. At least, that’s how it seems to me.

Critiques suggesting that computationalism or MWI are disconnected from 
quantum mechanics misrepresent their relevance. Computationalism doesn’t 
dismiss quantum mechanics; it reinterprets it as a statistical and 
phenomenological consequence of universal computation. The many-worlds 
framework naturally incorporates first-person indeterminacy and avoids 
introducing unexplained collapse phenomena. By adhering to mathematical 
completeness and Occam’s razor, MWI addresses the same quantum phenomena 
while offering a broader explanatory scope.

While physicalism and phenomenology contribute valuable insights, they 
often fail to account for the structures underpinning experience. Now, 
regarding your can of beans: it’s undeniably nutritious, and its taste 
surely arises from... well, something. Skipping over such questions feels 
like an oddly flavorless game. The divide between science and metaphysics, 
much like the divide between bland food and flavorful cuisine, could be 
artificial. Computationalism bridges this gap by situating observable 
physicality upon a logically consistent, mathematical foundation that 
respects both third-person objectivity and first-person experiential 
realities. If you prefer your meals devoid of taste, no one will stop 
you—but to others, it’s hardly an inspiring feast. For example, how would 
we ever explain why the cheap can imparts the same metallic tang in all 
those Everett branches and why fresha could be betta in the meta? 

Maybe the real mystery here is why we keep coming back to the same 
beans—and not a single collapse has spilled them yet. 

Just a matter of taste.
On Monday, November 18, 2024 at 2:39:40 AM UTC+1 Bruce Kellett wrote:

> On Mon, Nov 18, 2024 at 12:16 PM Russell Standish <[email protected]> 
> wrote:
>
>> On Mon, Nov 18, 2024 at 11:48:28AM +1100, Bruce Kellett wrote:
>> > On Mon, Nov 18, 2024 at 11:35 AM Russell Standish <
>> [email protected]>
>> > wrote:
>> > 
>> >     On Mon, Nov 18, 2024 at 11:14:16AM +1100, Bruce Kellett wrote:
>> >     >
>> >     > But there are no branches to be "equally real". You are fond of 
>> calling
>> >     sound
>> >     > arguments "non sequitur".
>> > 
>> >     If the arguments were sound, I would not call them non-sequitur. 
>> There
>> >     is the possibility I missed something you consider obvious, but in
>> >     that case, I just ask you to dig deeper to join the dots.
>> > 
>> > 
>> > The epistemic interpretation says that the wave function is merely a 
>> summary of
>> > our knowledge of the physical situation. And it gives the probabilities 
>> for
>> > various future outcomes. There are no "branches", so there is nothing 
>> to be
>> > "equally real".
>> >
>>
>> There is observational evidence for at least one branch. To say an
>> epistemic interpretion implies there are no branches is a
>> misinterpretation of epistemic interpretation, if not a complete
>> strawman.
>>
>
> Possibly the trouble here is that your argument really has nothing to do 
> with quantum mechanics. So arguments about interpretations of quantum 
> mechanics, and the difference between Everett and the epistemic 
> interpretation, are beside the point as far as you are concerned.
>
> >     > Your claim that all branches are equally real is
>> >     > indeed a non sequitur, in that it does not follow from anything 
>> at all.
>> > 
>> >     Indeed. As is that there is only a single reality. But one is 
>> simpler than
>> >     the other. A lot of people get Occam's razor wrong here.
>> > 
>> > 
>> > There is only one reality, and a set of probabilities for future 
>> outcomes. The
>> > simplest solution is that the so-called "other worlds" do not exist. 
>> They are
>> > just a figment of your imagination. I know that your starting point is 
>> that
>> > "everything exists" is simpler than any other proposition. But if you 
>> do not
>> > start from there, you can see that this position is indeed otiose.
>> >
>>
>> But I do start from there. Because it is a consequence of Solomonoff-Levi
>> induction, sometimes known as Occam's razor theorem.
>>
>
> Any so-called theorem depends on its assumptions. And Solomonoff induction 
> may not amount to a hill of beans.
>
> I know that your position stems from many years of discussions on the 
> "everything" list, but I have never bought into the idea that everything is 
> simpler than the scientific approach based on the phenomenology of the 
> world around us. Science trumps speculative philosophy every time, and this 
> thread started as a discussion of interpretations of quantum mechanics. So 
> arguments from quantum mechanics are relevant, and not "non sequiturs" as 
> you so frequently claim.
>
> Bruce
>
> In order to get to your "There is only one reality", you _have_ to add
>> a mysterious something, call it what you will. My assertion is that
>> that "something" is probably a figment of imagination. Nobody in 20
>> odd years of arguing about this has been able to point their finger at
>> anything that will do the job. The closest I've seen is an appeal to
>> Goedel incompleteness, that (if believed) would privilege the integers
>> as something more real than anything else, but that seems to lead to
>> an even deeper multiverse than the MWI.
>>
>

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