Jesse, he will *never* acknowledge anything... that will go on forever,
this list is already dead because of that.

Le mar. 28 janv. 2025, 22:03, Alan Grayson <[email protected]> a
écrit :

>
>
> On Tuesday, January 28, 2025 at 1:37:33 PM UTC-7 Jesse Mazer wrote:
>
> On Tue, Jan 28, 2025 at 3:12 PM Alan Grayson <[email protected]> wrote:
>
> On Tuesday, January 28, 2025 at 11:37:54 AM UTC-7 Jesse Mazer wrote:
>
> On Tue, Jan 28, 2025 at 10:16 AM Alan Grayson <[email protected]> wrote:
>
> On Tuesday, January 28, 2025 at 7:28:08 AM UTC-7 Jesse Mazer wrote:
>
> On Tue, Jan 28, 2025 at 12:52 AM Alan Grayson <[email protected]> wrote:
>
> On Monday, January 27, 2025 at 10:24:41 PM UTC-7 Alan Grayson wrote:
>
> On Monday, January 27, 2025 at 8:45:32 PM UTC-7 Jesse Mazer wrote:
>
> On Mon, Jan 27, 2025 at 8:24 PM Alan Grayson <[email protected]> wrote:
>
> On Monday, January 27, 2025 at 4:46:07 PM UTC-7 Alan Grayson wrote:
>
> On Monday, January 27, 2025 at 1:15:05 PM UTC-7 Jesse Mazer wrote:
>
> On Mon, Jan 27, 2025 at 3:01 PM Alan Grayson <[email protected]> wrote:
>
> On Monday, January 27, 2025 at 12:54:57 PM UTC-7 Jesse Mazer wrote:
>
> On Mon, Jan 27, 2025 at 8:32 AM Alan Grayson <[email protected]> wrote:
>
> On Sunday, January 26, 2025 at 9:02:01 PM UTC-7 Jesse Mazer wrote:
>
> On Sun, Jan 26, 2025 at 10:23 PM Alan Grayson <[email protected]> wrote:
>
> On Sunday, January 26, 2025 at 9:13:54 AM UTC-7 Jesse Mazer wrote:
>
> On Sun, Jan 26, 2025 at 1:54 AM Alan Grayson <[email protected]> wrote:
>
> On Saturday, January 25, 2025 at 11:25:53 PM UTC-7 Brent Meeker wrote:
>
> On 1/25/2025 10:13 PM, Alan Grayson wrote:
>
>     On Saturday, January 25, 2025 at 9:06:18 PM UTC-7 Brent Meeker wrote:
>
> On 1/25/2025 6:34 PM, Alan Grayson wrote:
>
>    On Saturday, January 25, 2025 at 6:47:22 PM UTC-7 Jesse Mazer wrote:
>
>        On Sat, Jan 25, 2025 at 8:07 PM Alan Grayson <[email protected]>
> wrote:
>
>             On Monday, December 9, 2024 at 2:01:28 PM UTC-7 Brent Meeker
> wrote:
>
> >
> > Nothing odd about dilation and contraction when you know its cause.
> > But what is odd is the fact that each frame sees the result
> > differently -- that the car fits in one frame, but not in the other --
> > and you see nothing odd about that, that there's no objective reality
> > despite the symmetry. AG
>
> The facts are events in spacetime.  There's an event F at which the
> front of the car is even with the exit of the garage and there's an
> event R at which the rear of the car is even with the entrance to the
> garage.  If R is before F we say the car fitted in the garage. If R is
> after F we say the car did not fit.  But if F and  R are spacelike, then
> there is no fact of the matter about their time order.  The time order
> will depend on the state of motion.
>
> Brent
>
> Jesse; it's the last two of Brent's sentences that I find ambiguous. What
> does he mean?
>
> What about them do you find ambiguous?
>
> He's just saying that if there's a spacelike separation between the events
> F and R (as there was in his numerical example), then you can find a frame
> where R happens after F (as is true in the car frame where the car doesn't
> fit), and another frame where F happens after R (as is true in the garage
> frame where the car does fit).
>
> *What does he mean by "But if F and  R are spacelike, then there is no
> fact of the matter about their time order."? (What you wrote above?) *
>
> Brent writes > Yes.  Just what Jesse wrote above.  It means the two events
> were so close together in time and distant in space that something would
> have to travel faster than light to be at both of them.
>
> *More important I just realized that in the frame of car fitting, the
> events F and R aren't simultaneous, so how does one apply disagreement on
> simultaneity when one starts with two events which are NOT simultaneous? AG*
>
> Brent writes > That's why you should talk about events being
> spacelike...the relativistic analogue of simultaneous.
>
> *I'd like to do that. BUT if the Parking Paradox is allegedly solved by
> star**ting in the garage frame where the car fits, the pair of events
> which define fitting are not spacelike since they occur at different
> times! *
>
> You didn't read the definition of "spacelike" that I wrote above.  You
> want everything fed to you in tiny bites of knowledge which you forget
> eight lines later, so the questions start all over again.
>
> Brent
>
>
> *I read it, but didn't like it. Big difference. Maybe you should stop
> trying to read my intentions. You may be smart, but reading my intentions
> is way above your pay grade. How could two events with the same time
> coordinate be referred as "so close together". Moreover, in all discussions
> of solutions to the paradox, events that are simultaneous in one frame, are
> shown not simultaneous in another frame. This being the case, the two
> events of the car fitting in garage frame are simply NOT simultaneous!
> Also, Jesse seems to be referring to different events than the ones you
> refer to. So there's a muddle IMO. As a teacher, your preferred method is
> to intimidate students. Grade now D+. AG *
>
>
> Why do you think I am referring to different events? I referred to the
> same events F and R that Brent did (F is the event of the front of the car
> coinciding with the garage exit, R is the event of the rear of the car
> coinciding with the garage entrance).
>
> If you don't like Brent's verbal explanation, I also gave you a
> mathematical definition of "spacelike separation" in two recent posts on
> the "Brent on Parking Paradox" thread at
> https://groups.google.com/g/everything-list/c/QgVdhXi3Hdc/m/KC2lIKyrDQAJ
> and
> https://groups.google.com/g/everything-list/c/QgVdhXi3Hdc/m/FF7TpbG-DQAJ
> -- "If you know the distance x and time interval t between the two
> points/events in the coordinates of any inertial frame, to say they are
> spacelike separated just means that x > ct (and an equivalent definition is
> that neither point is in the past or future light cone of the other one)".
> Since I explicitly referred to a time interval t between the two events, if
> you had paid attention to that you would have known not to say "the pair of
> events which define fitting are not spacelike since they occur at different
> times".
>
> Jesse
>
>
> *Yes, you defined spacelike separation, but without specific numbers for
> events, one cannot automatically claim two events are spacelike separated.
> Same goes for fitting in garage frame. I wasn't sure that all pairs of
> events in garage where car fits are spacelike separated. And sometimes I
> haven't caught up with your posts so I seem like I can't remember. And
> occasionally I do forget what someone posted. AG*
>
>
> I was responding to your statement "the pair of events which define
> fitting are not spacelike since they occur at different times", one doesn't
> need any specific coordinates to see that this statement is wrong because
> it suggests spacelike separated events can't occur at different times. If
> you hadn't read my definition or didn't remember it, fine.
>
>
> *I meant above that I needed all the coordinate values to determine if two
> events are spacelike separated; the time coordinates are not enough. AG *
>
>
> I gave you both x and t coordinates for F and R in my last message, see
> below. Or when you say "I meant above that I needed all the coordinate
> values", is "above" referring to your original comment "the pair of events
> which define fitting are not spacelike since they occur at different
> times", i.e. are you saying that when you wrote that, what you really meant
> was just that Brent hadn't provided the coordinates or R and F? Or would
> you acknowledge that when you wrote that you were misunderstanding the
> notion of spacelike separation?
>
>
> I was referring to my original comment. I didn't misunderstand what
> spacelike separation means. I don't recall what Brent posted. AG
>
>
> Then why did you make the definitive sounding statement "the pair of
> events which define fitting are NOT SPACELIKE since they occur at different
> times", rather than something more open-ended like "you haven't given the
> coordinates for the pair of events which define fitting, so although those
> events could be spacelike separated you haven't given enough info to
> demonstrate that"?
>
>
> *I was left with the last recollection / impression when you gave an
> example of simultaneous event which were spacelike separated.*
>
>
> So when you made the statement "the pair of events which define fitting
> are not spacelike since they occur at different times", you *were* thinking
> that spacelike separation required the events to be simultaneous, even if
> you corrected that error later?
>
>
> *Yes. A long long time ago, on a galaxy far far away, I knew the
> definition of spacelike separated. Later, in our discussions. temporarily
> confused it with timelike separated. But when you used a sufficient
> condition, that the events are simultaneous -- not the necessary condition,
> that all coordinates must be applied,  the former sufficient condition
> temporarily stuck in my mind. Hence, my incorrect statement which I later
> corrected. AG *
>
>
>
> * Then when I considered it further, I realized I needed all the
> coordinates to make that assertion. As for Brent, as I recall, he didn't
> give any coordinates, just the claim as an approximation. FWIW, the car
> parking paradox reminds me of the S cat scenario, where S proved that a
> superposition of alive and dead when the box is closed, cannot imply the
> cat is alive and dead simultaneously. In a post here, I showed why a
> superposition cannot be interpreted that way because of the infinitely many
> bases for a system in Hilbert Space. In this problem, on relativity,
> although I accept that different frames can make different measurement due
> to relative motion,such as for E and B fields, the same car that can fit
> and not fit, albeit at different times, seems a bridge too far. If I am
> right, I can't say exactly what's wrong with relativity. It's a work in
> progress. AG*
>
>
> it seems like you're just coming up with an interpretation in retrospect
> to avoid acknowledging you were wrong,
>
>
> *I didn't use the word "wrong", but I clearly corrected my error. Why
> isn't that enough for you? AG*
>
>
> You seemed to be claiming you hadn't made an error at all in your original
> comment, when you said above "I was referring to my original comment. I
> didn't misunderstand what spacelike separation means". That was the post
> that bugged me because it seemed like you were trying to say you understood
> what spacelike meant all along, if you acknowledge you did misunderstand
> what spacelike separation meant but later corrected the error, that would
> be enough for me.
>
>
>
> *CORRECTION OF TYPOS IN CAPS:*
> *Now I can't recall what "original comment" I was referring to.*
>
>
> Just review that comment thread above, I had said:
>
> 'Or when you say "I meant above that I needed all the coordinate values",
> is "above" referring to your ORIGINAL COMMENT "the pair of events which
> define fitting are not spacelike since they occur at different times" ...?'
>
> And you replied:
>
> 'I was referring to my original comment. I didn't misunderstand what
> spacelike separation means.'
>
> So, I assume the "original comment" was the one I had referred to where
> you said "the pair of events which define fitting are not spacelike since
> they occur at different times"
>
>
> * I can say that all along I knew WHAT **s**pacelike separated means,
> even if IT was temporarily subliminal.*
>
>
> What was your understanding of what it meant? Your comment about timelike
> separation below might indicate you still have some confusion about it, see
> my reply.
>
>
>
> * In any event, you can and should be assured, that I am not trying to
> deceive you or anyone, My time is too valuable to do that. Nor would I,
> even if I had infinite time. AG *
>
>
>
> rather than accurately remembering/describing what you meant at the time.
> (In general you never seem to acknowledge you were wrong about any
> significant assertion you make concerning relativity, like with
> your earlier claim the LT sometimes give different coordinates than what's
> actually measured in a given frame, which you seem to have just dropped
> rather than acknowledging any flaw in your argument)
>
>
> *On that point, I am still not convinced the LT does what you claim. I was
> planning to come back to that issue. I have to review why I thought that.
> AG *
>
>
> *I recall my doubts about your interpretation of the LT. It has to do with
> length contraction and time dilation. The LT gives a result which isn't
> reproduced in the target frame of the transformation. IOW, an observer in
> the target frame doesn't notice (or measure) length contraction and time
> dilation. AG*
>
>
> But if you use the LT to transform into a "target frame" where an object
> has a velocity of zero (like the rod in your earlier example), the LT
> doesn't *predict* any time dilation or length contraction of the object in
> that frame, that's what I told you repeatedly
>
>
> *We agree. If the relative velocity is zero, the LT doesn't predict time
> dilation or length contraction, but it does for velocity not zero. AG*
>
>
> When you say "the relative velocity", the velocity of what relative to
> what? When I said "a 'target frame' where an object has a velocity of zero"
> I was referring to the velocity of the object in the coordinates of the
> target frame, is that the same velocity you're referring to when you talk
> about a "relative velocity" that can be zero or nonzero?
>
>
>
>
> and then showed you explicitly with the numerical example involving the
> rod at
> https://groups.google.com/g/everything-list/c/ykkIYDL3mTg/m/giZVF9PpDQAJ
> which you didn't reply to. You just keep repeating the same false claim
> about what the LT predicts without addressing the counterarguments or
> giving any calculations or argument of your own as to why *you* imagine the
> LT predicts time dilation or length contraction of an object in the
> object's own frame (apart from some sketchy argument you tried to make
> involving GPS satellites which I addressed at
> https://groups.google.com/g/everything-list/c/ykkIYDL3mTg/m/ximYgKzKDAAJ
> )
>
>
> *In reply to your last question above; since you and others claim the LT
> gives the results of what the target frame will actually measure, as
> calculated from the source frame using the LT, I must include length
> contraction and time dilation in those MEASUREMENTS. Numerical examples are
> unnecesary in this case. AG*
>
> *When the relative velocity is not zero, the LT "predicts" time dilation
> and length contraction, at least that's what every book or teacher of
> relativity claims. But the target frame never measures this result,*
>
>
> Again, if "relative velocity" means the velocity of the object in the
> coordinates of the target frame, then if the object has a nonzero velocity
> in the target frame (say a target frame where an object like a clock or rod
> is moving at 0.8c), of course observers who are using *that* frame can
> measure the length contraction/time dilation of the object, why would you
> think otherwise?
>
>
> *Because that's what every text and teacher of relativity say! An observer
> in a moving frame as measured from a rest frame, does not perceive lengths
> and times changed, whereas the observer in the rest frame using the LT does
> observe this. There are formulas in SR to calculate these observations from
> the pov of the frame doing the measuring. AG*
>
>
> If on the other hand you are specifically imagining a "target frame" where
> the object has zero coordinate velocity, i.e. the object's own frame (as
> you were imagining in the previous discussion), then you are apparently
> using "relative velocity" in a different way than I was, or maybe just
> conflating different meanings without realizing what you're doing.
>
>
> *I use v as in the gamma function. Do you know that that v is? The LT is
> applied in a relative rest frame, observing a moving frame, and the moving
> frame is what I call the target frame. In that frame, an observer cannot
> measure or be aware of the time dilation and length contraction as measured
> from the frame doing the measuring, which I call the source frame. You have
> a different opinion that every text and teacher of relativity has. AG *
>
>
> Let's just stick to your terminology of "source frame" and "target frame",
> all the stuff about arbitrarily designating one frame as the "relative rest
> frame" and calling the other the "moving frame" is the non-standard
> terminology I've complained about which sometimes leads to verbal confusion
> (for example in the earlier example with the Earth and the rod, if the
> Earth has velocity zero in the source frame and the rod has velocity zero
> in the target frame, it would be standard terminology to call the source
> frame 'the Earth's rest frame' and the target frame 'the rod's rest frame',
> so it can confuse things to try to designate just one of those frames as
> 'THE relative rest frame'). And note that if we want to talk about the
> length contraction or time dilation of some specific *object* like a rod,
> we have to know the object's velocity in the source frame and the target
> frame, there is no general rule that one of the two frames you use in the
> LT has to be the object's own rest frame. Let's say we are talking about
> measuring the length of a rod, and that v_rs is the velocity of the rod as
> measured in the source frame, and v_rt is its velocity as measured in the
> target frame.
>
> In your statement above about observers in the target frame not being
> aware of the length contraction that was measured in the source frame, are
> you assuming that v_rt = 0? If so, then my earlier comment can be rewritten
> as: 'But if you use the LT to transform into a "target frame" where an
> object has v_rt = 0 (like the rod in your earlier example), the LT doesn't
> *predict* any time dilation or length contraction of the object in that
> frame, that's what I told you repeatedly'.
>
> You responded with: 'We agree. If the relative velocity is zero, the LT
> doesn't predict time dilation or length contraction, but it does for
> velocity not zero. AG'
>
> But if "the relative velocity" in your comment refers not to v_rt but to
> the relative velocity of the target frame and the source frame (the v that
> appears in the Lorentz transform), then we are talking about different
> things. And I definitely would *not* agree with a claim that the LT always
> predicts we will observe length contraction of an object in the target
> frame whenever the v that appears in the LT is nonzero:
>
>
> *So the LT doesn't predict length contraction measurement in the target
> frame.*
>
>
> It depends on what specific object we are talking about, and what its
> velocity is in the target frame. If we are talking about an object that has
> v_rt = 0 in the target frame, it doesn't predict any length contraction of
> *that* object in the target frame.
>
> * So what the hell are we arguing about? *
>
>
> Your incorrect claim that there is a conflict between what the LT predicts
> about the target frame and what is measured in the target frame.
>
>
> *The LT doesn't do what you claimed it does; tell us, or PREDICTS, what
> the target frame will MEASURE. AG*
>
>
> That's just an empty assertion with no reasoning to back it up. If you
> think my previous statement somehow supports it, you must have some basic
> misunderstanding of what I wrote -- what I said was that for an object with
> v_rt = 0, the LT predicts the object will have its MAXIMUM length in the
> target frame, NOT be contracted, and measurements in the target frame would
> match this prediction. If you think there is *any* scenario involving
> inertial frames (not non-inertial coordinate systems like GPS) where LT's
> prediction about the target frame doesn't match what's measured in the
> target frame, please give at least some minimal details of what scenario
> you are imagining (like the rod/Earth scenario), specifying the velocity of
> the *object* in the target frame (like v_rt for the rod) separately from
> the relative v between the two frames being related by the LT*.*
>
>
> *All along you've claimed the LT predicts what is actually measured in the
> target frame. Now you deny this, claiming it's just my empty assertion
> without any reasoning to back it up. No way. I know what you've been
> claiming all along -- that the LT tells us what is measured in the target
> frame. It does NOT! AG*
>
>
>
> if v is nonzero but v_rt = 0, so the target frame is the object's rest
> frame, then the LT predicts *no* length contraction of the rod in the
> target frame, instead it predicts the rod will have its maximum length
> (called its 'rest length' or 'proper length') in the target frame. That's
> what I showed explicitly with the numerical example of the rod whose length
> EXPANDED when going from the source frame (where it had nonzero velocity
> v_rs) to the target frame (where it had v_rt = 0, i.e. the target frame was
> the rod's own rest frame) at
> https://groups.google.com/g/everything-list/c/ykkIYDL3mTg/m/giZVF9PpDQAJ
> which you never responded to.
>
> Jesse
>
>
> *When I asked Brent if the target frame of an LT measurement could detect
> time dilation in its frame, IN THE TARGET FRAME, his reply was that it
> measures ONE TICK PER SECOND; IOW no time dilation! Same presumably goes
> for length contraction; not measureable in target frame. AG *
>
>
> You'd have to specify the post so I can see the context, but I would
> assume Brent was talking about a clock at rest in the target frame, i.e.
> v_rt = 0.
>
>
> *Yes. AG*
>
> So this would match what I told you above--if an object is at rest in the
> target frame then THE LT DOES NOT PREDICT ANY LENGTH CONTRACTION/TIME
> DILATION OF THAT OBJECT IN THE TARGET FRAME, so there is NO CONFLICT with
> the fact that measurements of that object in the target frame will show no
> length contraction/time dilation.
>
>
> *But you claimed that the LT gives us what is measured in the target
> frame, and I claimed it does not. Now you agree with me, but deny your
> original claim. Just to be clear, the target frame is moving wrt the source
> frame which is doing the measurement of length contraction and time
> dilation. AG *
>
>
> Jesse
>
>
>
>
>
> --
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