http://www.weidai.com/everything.html

Le dim. 9 févr. 2025, 01:24, Alan Grayson <[email protected]> a écrit :

> It says "Everything". Am I misreading? I am not faulting you for endorsing
> a nonsense interpretation of QM, the MWI, but you seem to have the
> privilege to limit what's appropriate for me. That's all. I suggest you
> check out my last post to Jesse. AG
> On Saturday, February 8, 2025 at 3:48:23 PM UTC-7 Quentin Anciaux wrote:
>
>> Mr. AG, read the f.....g name of the list.
>>
>> Le sam. 8 févr. 2025, 22:50, Alan Grayson <[email protected]> a écrit :
>>
>>>
>>>
>>> On Saturday, February 8, 2025 at 2:08:05 AM UTC-7 Quentin Anciaux wrote:
>>>
>>> AG, what your thought experiment highlights is not a dichotomy in the
>>> definition of the paradox, but rather a fundamental difference between
>>> simultaneity-dependent contradictions and frame-dependent measurements in
>>> relativity.
>>>
>>> 1. Why simultaneity matters in the original paradox
>>>
>>> The original paradox only appears when people assume there’s a universal
>>> "at the same time" across both frames.
>>>
>>> Once we apply relativity of simultaneity, we see that each frame has its
>>> own internally consistent timeline, resolving the contradiction.
>>>
>>> 2. Why spatial juxtaposition doesn’t create a paradox
>>>
>>> The observers at the midpoint are not measuring simultaneity-dependent
>>> events, they are measuring spatial lengths, which are inherently
>>> frame-dependent.
>>>
>>> There is no expectation in SR that two observers from different frames
>>> must agree on length measurements—even if they occupy the same location in
>>> space at a given moment.
>>>
>>> 3. Space and time are similar but not interchangeable
>>>
>>> Yes, spacetime diagrams treat space and time symmetrically in some
>>> respects, but SR does not make space and time fully interchangeable.
>>>
>>> Time has an asymmetric role in causality (events in the past can
>>> influence the future, but not vice versa), while space does not.
>>>
>>> This asymmetry means that disagreements in simultaneity lead to apparent
>>> contradictions if misunderstood, while disagreements in spatial
>>> measurements do not—because SR already accounts for them via length
>>> contraction.
>>>
>>> 4. Your thought experiment is just a different way of looking at length
>>> contraction
>>>
>>> The observer in the garage frame sees the car fitting, because in their
>>> frame, the car is contracted.
>>>
>>> The observer in the car frame sees the car not fitting, because in their
>>> frame, the garage is contracted.
>>>
>>> These are not "contradictory" observations, just different
>>> frame-dependent measurements—exactly like time dilation or
>>> velocity-dependent mass.
>>>
>>> The original paradox relied on a false assumption of absolute
>>> simultaneity—hence why simultaneity "resolves" it.
>>> Your thought experiment doesn’t introduce a new paradox—it just
>>> reinforces how relativity treats space and time differently and why length
>>> contraction, like time dilation, is not paradoxical, just unintuitive.
>>>
>>> Quentin
>>>
>>> Hope this discussion about well known facts for about 120 years will end
>>> and we can return to everything-list purposes.
>>>
>>>
>>> Yeah, it's done, provided philosophical issues are excluded from "list
>>> purposes". If you recall, Brent was insistent that in the context of the
>>> paradox, there is no objective reality. This means, if anything, that the
>>> results of SR are appearances, or just appearances, or mere appearances.
>>> Resutls depend upon the frame of reference of observers, so there's no
>>> problem if they're contradictory. OTOH, since clocks in the GPS system
>>> experience measurable delays due to SR effects, its results surely seem
>>> objectively real. But we can just toss that issue under the rug, as
>>> "philosophy".and go on to "legitimate" list purposes, which exclude obvious
>>> foundational issues which were not completely resolved in 1905. Included in
>>> subjects which pass your test include arguments against frequentist
>>> probability in QM because some probabilities are so small, they can't be
>>> realized in the lifetime of the universe. DId it ever occur to you that
>>> these unrealized probabilities might be the result of wf solutions that
>>> extend infinitely in space and time? Have you noticed that the tails of
>>> these wf's extend infinitely in time and space? Ignoring that, what is your
>>> alleged solution; the MWI. Did it ever occur to you that at every
>>> T-intersection, there is a countable set of outcomes for every turn, in
>>> fact for any turn anywhere, by anything, including the common ant, the
>>> multitude of species of flying insects. and prairie dogs whenever they look
>>> around for predators? This is the foolishness you apparently endorse as
>>> "list-purposes". What you apparetly prefer are non-interacting worlds, the
>>> probability of each is indeterminate. And even on that single turn at any
>>> intersection, you can't even explain how the sum of probabilites of a
>>> countable set of outcomes can equal unity. In summary, IMO, you have a
>>> self-serving view of the legitimate content of list purposes. AG
>>>
>>>
>>> Le sam. 8 févr. 2025, 08:55, Alan Grayson <[email protected]> a
>>> écrit :
>>>
>>>
>>>
>>> On Thursday, February 6, 2025 at 2:23:45 PM UTC-7 Alan Grayson wrote:
>>>
>>> On Thursday, February 6, 2025 at 5:28:34 AM UTC-7 Quentin Anciaux wrote:
>>>
>>> AG, this is the closest you’ve come to an actual discussion, so I’ll
>>> give you a straight answer.
>>>
>>> Your question boils down to whether simultaneity alone is enough to
>>> resolve the paradox, or if there's still an issue when two observers,
>>> co-located in space but in different frames, observe contradictory outcomes.
>>>
>>> Why Simultaneity Resolves the Paradox:
>>>
>>> 1. The "paradox" only exists if you expect a single, universal answer to
>>> the question, "Does the car fit?"—which would require a preferred frame of
>>> reference. But SR explicitly denies the existence of such a frame.
>>>
>>>
>>> 2. Simultaneity isn’t just a technicality—it’s fundamental to how events
>>> are ordered in each frame. In the garage frame, the car is fully inside at
>>> one moment because simultaneity in that frame aligns the back entering and
>>> the front still inside. In the car frame, simultaneity shifts, meaning by
>>> the time the back enters, the front has already exited. The disagreement is
>>> built into SR itself.
>>>
>>> Addressing Your "Co-Located Observers" Thought Experiment:
>>>
>>> You suggest that if two observers are spatially co-located but in
>>> different frames, they would observe contradictory facts. But this is where
>>> you’re making an error.
>>>
>>> 1. Frame membership matters: Each observer is still bound to their own
>>> frame’s simultaneity rules. Just because they are momentarily at the same
>>> point in space does not mean they share the same perception of simultaneity
>>> or event ordering.
>>>
>>>
>>> 2. Contradictory observations are expected, not paradoxical: In
>>> relativity, observers in different frames frequently measure different
>>> physical quantities for the same event (lengths, time intervals, etc.).
>>> This is no different. The garage observer measures the car fitting because
>>> their simultaneity rules allow it. The car observer measures it not fitting
>>> because their simultaneity rules say otherwise. Each observer’s measurement
>>> is internally consistent in their own frame—so there’s no contradiction
>>> within SR.
>>>
>>>
>>> 3. Would additional observers change anything?
>>> No. Additional observers in each frame will confirm their own frame’s
>>> version of events, reinforcing the idea that simultaneity dictates
>>> different conclusions. There is no paradox because neither frame’s
>>> measurement is "more real" than the other.
>>>
>>> The mistake is assuming that because two observers are momentarily
>>> co-located, they must agree on event sequences. They do not. Their velocity
>>> relative to each other still dictates their simultaneity slicing of
>>> spacetime, and that’s what resolves the paradox.
>>>
>>> If you truly accept that simultaneity is relative and that SR allows for
>>> frame-dependent measurements, then you should see why "fitting and not
>>> fitting" is not a contradiction but a natural consequence of relativity.
>>>
>>> If you still think there’s a paradox, then ask yourself: what
>>> fundamental assumption are you making that requires a single absolute
>>> answer to "Does the car fit?" Because that’s where the actual mistake lies.
>>>
>>> Quentin
>>>
>>>
>>> FWIW, I wasn't seeking to prove in this thought experiment that there's
>>> an absolute answer to whether the car fits. In fact, I was alleging the
>>> opposite, that with juxtaposed observers at the midpoint of the garage, the
>>> car fits in one frame, and doesn't fit in the other. What I was alleging is
>>> that this result seems curiously similar to the paradox when using "at the
>>> same time" erroneously, whereas in this thought experiment only"same space"
>>> is involved, not same time. AG
>>>
>>>
>>> What this thought experiment shows is curious *dichotomy *concerning
>>> the definition of the paradox. As long as it's assumed fitting and not
>>> fittling occur at the same TIME, a "timely" form of juxtaposition, we have
>>> a paradox (ostensibly resolved by the disagreement about simultaneity). But
>>> when SPACE is juxtaposed, it's *not* considered a paradox. You'll note
>>> that in the spacetime diagrams we have one dimension of time and one of
>>> space, which have similar properties, albeit not identical. We also know
>>> that given the initial condition, the car never fits from car's frame of
>>> reference, and for a sufficient velocity, it will fit from the garage's
>>> frame of reference. So the model of the spatial juxtapostion of the
>>> observers at the halfway point in garage makes sense. AG
>>>
>>>
>>>
>>> Le jeu. 6 févr. 2025, 11:36, Alan Grayson <[email protected]> a
>>> écrit :
>>>
>>>
>>>
>>> On Wednesday, February 5, 2025 at 4:23:46 PM UTC-7 Alan Grayson wrote:
>>>
>>> On Wednesday, February 5, 2025 at 3:37:31 PM UTC-7 Quentin Anciaux wrote:
>>>
>>> AG, the fact that your only response is to repeat "PRICK" like a broken
>>> record says everything about your inability to engage in actual discussion.
>>>
>>>
>>> FWIW, we can engage in a rational discussion if you would cease making
>>> accusations about my motives and state of mind. I've reviiewed some of your
>>> earlier explanations of the alleged paradox, and your more or less constant
>>> complaint that I downplay the role of simultaneity in the resolution. While
>>> I admit that my initial proposed solution was mistaken -- that length
>>> contraction was alone sufficient to resolve the paradox -- I still fail to
>>> see why simultaneity does the trick. I say this because all it does is show
>>> that fitting and not fitting cannot occur "at the same time". But once it's
>>> acknowleged that each frame in SR has its own set of clocks, not
>>> synchronized with the clocks in some other frame, the concept "at the same
>>> time" is meaningless. So, if you agree so far, the question becomes whether
>>> fitting and not fitting "at different times" remains a paradox to resolve.
>>> Although, "at the same time" is meaningless, it's possible to imagine the
>>> car midway within the garage, and two juxtaposed observers, one in each
>>> frame, which observe the car fitting and not fitting, now NOT simultaneous,
>>> but spatially co-located. Can this mean another form of the paradox is
>>> alive and well, since each observer has contradictory observations (where
>>> additional observers are added where necessary to confirm the
>>> observations)? Although SR allows measurement to be frame dependent, why
>>> isn't this stuation* essentially identical *to the one which requires
>>> simutaneity arguments to allegedly resolve? AG
>>>
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