On 1/6/2025 6:03 AM, John Clark wrote:
On Sun, Jan 5, 2025 at 7:47 PM Brent Meeker <[email protected]> wrote:

    *>> If Many World is correct then ontological randomness can not
    exist but epistemological randomness certainly can and certainly
    does.*

    > /It's not just epistemological when it includes the whole world
    whether anybody else knows it or not. /


*It includes a whole world, but if Schrodinger's equation is right and it doesn't suddenly stop working when some vaguely defined thing called a "measurement" is made then it's an ontological fact that our world is not the sum total of existence. I like Many Worlds because it's bare-bones, no nonsense quantum mechanics with none of the silly bells and whistles tacked on that are needed to make those other worlds disappear.*

    /> QBism is actually an epistemological interpretation/


*Yes, and "shut up and calculate" doesn't care if it's ontological or epistemological.*

        *>>****you have to explain why Schrodinger's equation suddenly
        stops working.*

    //

    /> You have to explain when the worlds split/


*As I've explained before, you can either assume that the split propagates outward from the point of the change at the speed of light or that it does soinstantaneously, it makes no observable difference. *
/
/

    /> Measurement doesn't even have to include me or anybody else.
    The cat example just obfuscates the question.  The measurement is
    done when the detector detects the atomic decay.  A cleaner
    version has a clock stopped by the detection. /


*OK. T**he quantum wave consists of { A* (a running clock, the environment the running clock is in, and you observing the running clock) + B*(a stopped*clock*, the environment the stopped clock is in, and you observing the stopped clock) }  Where A is a real number**and B *is a* imaginary number*and together they *determine the quantum amplitudes, and the square of the absolute value *of that *determines the probability. For example if A=*1/*√2 and B= *1/*i√2 then the probability is 50-50*.**A*nd if A= *1/*√0.75 and B=*i/*√**0.25 then the probability works out to be 75-25; so if I hadn't opened the box yet and was asked to make a bet on what I would see I would bet that I would probably be in the environment that contains a running clock and therefore will observe a running clock. *

*When I look at a map of branching universes in my mind's eye I like to think of the quantum amplitudes giving a little thickness to those 2D lines making them a little bit 3-D, but that's just me. *

    /> I can see that it will eventually make different orthogonal
    worlds, only one of which we see.  Carroll once joked that
    non-Everettians needed to explain the disappearing worlds./


*Carroll was _NOT_ joking! You agree thatSchrodinger's Equation produces worlds that are orthogonal to our own so you would not expect to be able to detect them, and yet you insist, despite the fact that in every experiment ever performed it is been proven to be extraordinarily accurate, Schrodinger's Equation is wrong when it predicts those other worlds. You just wave your hands and Schrodinger's equation stops working and all those other worlds magically disappear. *

*It's true that you can't make an experimental test for those worlds but I think a theory should be judged on the predictions that you can test not on the predictions that you can't test, and on every prediction that we can test Schrodinger's equation has been shown to be correct. *
I propose Meeker's equation, which is the same as Schrodinger's equation except that the worlds orthogonal to our own disappear when they become orthogonal.  Meeker's equation has also shown to be correct by all known tests.
**

    >///branch counting doesn't work. /


*Obviously.*

    /> It appears that the Born rule adds another axiom; it's *not*
    just the Schroedinger equation./


*Gleason proved in 1957 that if probability is involved in any way then the only mathematically consistent way to do it it's for the probability to equal the squared magnitude of the quantum amplitude, a.k.a. the Born rule. So the real question is, Schrodinger's equation gives us an exact description of the quantum wave, so why do we need probability at all? Because until you open the box you won't know if you are in the environment where the cat is alive or in the environment where the cat is dead, until the box is opened you just don't have enough information to know for certain what you are going to see, although you have enough information to have a probability. *

*As for cases where things are not perfectly orthogonal you'd expect to see some interference between the two worlds, and WE DO for very small objects like electrons which can be kept isolated from their environment for a measurable amount of time, but we should not expect to see interference patterns in large microscopic objects like a cat that contains upwards of 10^24 atoms because something that big would become entangled with the environment before you had time to look at it. *

*John K Clark    See what's on my new list at Extropolis <https://groups.google.com/g/extropolis>*
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