On Tuesday, January 7, 2025 at 8:27:06 AM UTC-7 Quentin Anciaux wrote:

AG, you’re hiding behind "plane geometry" as if it operates independently 
of relativistic principles, which is disingenuous. Let me make this 
abundantly clear:


It's really just a metaphor for emphasis, nothing more. Maybe English is 
not your native language. But it's useful in clearing some misconceptions. 
Whether anything fits or not, depends ONLY on relative lengths. You can add 
bells and whistles if you want to compare events in different frames, but I 
still stand with Euclid. AG 


1. "Plane geometry" doesn’t bypass relativity

Plane geometry, in the context of special relativity, requires you to 
respect the relativistic definitions of time, space, and simultaneity. You 
cannot invoke a classical geometric approach while ignoring the fact that 
in relativistic physics, spatial relationships are observer-dependent. 
"Fit" depends not just on lengths but also on the relative timing of 
events, which is frame-dependent.

2. Simultaneity is not optional in defining "fit"

You claim simultaneity is unnecessary to define the necessary condition for 
fit. Fine, I agree: the necessary condition is length contraction. But 
defining the sufficient condition—whether the car actually fits in a 
specific frame—requires simultaneity.

In plane geometry, the sufficient condition is explicit: you compare 
endpoints simultaneously. Without simultaneity, comparing endpoints is 
meaningless, as the back and front of the car are in different places at 
different times depending on the frame.

3. Your contradiction: events A and B being "simultaneous"

You claim the car doesn’t fit in the garage frame and still say events A 
(back of the car passes entrance) and B (front reaches exit) can be 
simultaneous. This is self-contradictory because:

In the garage frame, events A and B are simultaneous if the car fits.

In the car frame, events A and B are not simultaneous due to the relativity 
of simultaneity.
Your refusal to acknowledge this frame-dependent simultaneity undermines 
your argument.

4. The problem with your "plane geometry" excuse

Invoking "plane geometry" while ignoring relativistic principles is not an 
argument—it’s an attempt to sidestep the actual issue. Relativity modifies 
the classical understanding of geometry because space and time are 
interconnected. Pretending otherwise is either ignorance or bad faith.

5. Stop deflecting with accusations

You’ve repeatedly accused me of paranoia, bad faith, and unfounded 
accusations. These are attempts to distract from the fact that your 
argument is incomplete and inconsistent. If you genuinely believe 
simultaneity is irrelevant, provide a relativistically consistent 
definition of "fit" that doesn’t rely on it.

Final Note

If you’re willing to admit that simultaneity plays a role in defining "fit" 
across frames, we can have a meaningful discussion. If not, your repeated 
deflections only demonstrate that you’re unwilling to engage with the core 
principles of relativity. Stop hiding behind "plane geometry" and address 
the physics.



Le mar. 7 janv. 2025, 16:20, Alan Grayson <[email protected]> a écrit :



On Tuesday, January 7, 2025 at 7:57:43 AM UTC-7 Quentin Anciaux wrote:

AG, your statement demonstrates a misunderstanding of basic relativity. 
Let’s break this down clearly:

1. Defining "fit" requires simultaneity

To say the car "fits" in the garage means comparing two spatially separated 
events:

Event A: The back of the car passes the entrance of the garage.

Event B: The front of the car is at or within the exit of the garage.

To determine if these two events occur at the same time, you need a 
definition of simultaneity. In relativity, simultaneity is frame-dependent, 
which means "fit" is frame-dependent.

Without simultaneity, you cannot meaningfully compare these events to 
declare that the car fits.

2. Ignoring simultaneity creates an ill-defined problem

You say I’m "creating a condition for comparison." That’s not an added 
condition—it’s a required step. Without simultaneity, there is no way to 
decide if the events (back exiting and front fitting) happen at the same 
moment. Dismissing simultaneity is effectively refusing to define what 
"fits" even means.

3. Your logical error

By claiming simultaneity isn’t necessary, you’re effectively asserting that 
"fit" is absolute. However:

In the garage frame: The car fits because events A and B are simultaneous.


*I am just applying plane geometry. If the car won't fit in garage frame, 
events A and B, its endpoints, can still be simultaneous. AG *


In the car frame: Events A and B are not simultaneous, so the car doesn’t 
fit.

Your refusal to address this difference ignores the core principle of 
special relativity: there is no absolute simultaneity.

4. Conclusion

Your argument boils down to dismissing a foundational concept of 
relativity. If simultaneity isn’t necessary, then "fit" becomes undefined 
and meaningless across different frames. To claim simultaneity is 
irrelevant while discussing events that are spatially and temporally 
separated is to fundamentally misunderstand or ignore the physics.


*I don't think I'm ignoring anything. Simultaneity is necessary to compare 
events in different frames, but not necessary to define the necessary 
condition for fit. AG*

Le mar. 7 janv. 2025, 15:35, Alan Grayson <[email protected]> a écrit :



On Tuesday, January 7, 2025 at 6:18:29 AM UTC-7 Quentin Anciaux wrote:

Even chatgpt is tired. 

AG, your insistence on ignoring simultaneity while clinging to an 
incomplete understanding of the problem is fundamentally flawed. Let’s 
address the core of this once and for all.

1. Relative length alone is not sufficient to define "fit"

Yes, the length contraction of the car in the garage’s frame establishes a 
necessary condition: the car’s contracted length must be less than or equal 
to the garage’s length for fitting to be possible. But relativity is not 
classical mechanics—you cannot wave away simultaneity and declare that 
"fit" is absolute. The sufficient condition for fitting depends on 
comparing specific events, and that comparison is frame-dependent.

2. Simultaneity defines "fit" in relativity

You’ve dismissed simultaneity as irrelevant, but it’s essential. To declare 
that the car fits, you must determine:

Whether the back of the car has passed the entrance at the same time that 
the front is at or within the exit.


*No. Whether the car fits or not depends only on its length compared to 
length of garage.. Plane geometry. AG *
 

In the garage frame, this simultaneity exists, and the car fits. In the 
car’s frame, the sequence of events is different due to the relativity of 
simultaneity. Ignoring this distinction is a failure to understand how 
special relativity fundamentally works.


*I'm not denying simultaneity. But I do see it as irrelevant in knowing 
whether the car fits or not. AG *


3. Your claim about synchronized clocks is false


*It is not. You misread what I wrote and then think it's cool to call me a 
troll. AG *


Your assertion that "all clocks in any frame can be assumed to be 
synchronized" is blatantly incorrect in the context of relativity. 
Synchronization only applies within the same frame,

 
*That's what I wrote. AG* 

 

and relativity explicitly demonstrates that different frames have different 
notions of simultaneity. Pretending otherwise is either deliberate trolling 
or a refusal to engage with the basic principles of the theory.

4. The real issue

This is not about "games" or "courtesy." The issue is your refusal to 
engage with the central role simultaneity plays in defining the sufficient 
condition for "fit." Length contraction is only half of the story. By 
ignoring simultaneity, you’re oversimplifying a relativistic scenario and 
then claiming it as a valid argument. It’s not.


*You seem to think invoking simultaneity is essential for determining fit. 
But length contraction alone is obviously sufficient. Don't blame me. I 
didn't invent SR. Apparently, you want to use simultaneity to further the 
argument why frames disagree about fitting. AG *


5. Conclusion

Relativity is clear: simultaneity and length contraction together resolve 
the disagreement between frames. If you insist on treating "fit" as an 
absolute concept, you’re contradicting the very foundation of special 
relativity. If this is deliberate trolling, then let’s end the discussion 
here, because I have no interest in engaging further with bad faith 
arguments.


*Try putting your paranoia aside. I haven't been treating "fit" as an 
absolute concept; just applying plane geometry. If you want to compare 
events in different frames, I have no objection, but it would be nice if 
you would cease your unfounded accusations. AG*

 "
Le mar. 7 janv. 2025, 14:13, Quentin Anciaux <[email protected]> a écrit :

Chatgpt is your friend, talk to it and convince it you're absolutely right:

1. "Fit" as a necessary condition based on relative lengths

Yes, you're absolutely right that the problem often starts by asserting the 
necessary condition: whether the contracted length of the car (from the 
garage’s frame) is shorter than or equal to the garage’s length. However, 
this necessary condition alone doesn’t resolve the disagreement between 
frames—it just establishes whether fitting is possible.

2. Why simultaneity is essential to the sufficient condition

To determine whether the car "actually fits" in the garage, we need to 
specify when the comparison is made. That’s where simultaneity becomes 
critical. For example:

In the garage frame: At one specific instant, the back of the car passes 
the entrance, and the front is still inside the exit.

In the car frame: The back of the car passing the entrance and the front 
reaching the exit are not simultaneous.

Without simultaneity, the "fit" cannot be meaningfully defined because it’s 
unclear what events we’re comparing. This isn’t about adding unnecessary 
complexity but about adhering to how relativity defines events across space 
and time.


*The fact is that simultaneity isn't necessary to determine if the car 
fits. What you're doing is creating the condition for a comparison of 
events, or fitting, between different frames.*

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