Relativity and Eternalism: Proving the Possibility of 'Seeing the Future

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In summary, eternalism is the view that many moments of time exists and each of these moment are equally privileged/unprivileged. SR supports eternalism by showing that the mathematics behind observing the future is possible. However, one can't use SR to make an argument about the physical world.
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Eternalism is the view that many moments of time exists and each of these moment are equally privileged/unprivileged.
I am trying to back up this view with SR, so I remember watching Brian Greene's documentary "the B-series of time" or something, where he used the spacetime loaf to illustrate how it is possible for an observer in the distant galaxy to 'see to our future' by moving towards the Earth's and 'see to the past' when he moves away relative to the earth(and this is all that is needed to be prove eternalism).

My understanding of this prophecy fairy tale is a mere disagreement on simultaneity, time dilation for that moving observer makes him sees an event later what he would've seen at rest. But I can't see how 'seeing to the future' is possible. And how will I justify this mathematically? Lorentz transformation allows the calculation for the time interval between two events for different frame of references, what choice of coordinates and initial conditions will I need to adopt to prove that one can see 'the future' earlier than his original reference frame?
 
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You can't prove this by construction. Special Relativity is science, not esoterics!
 
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Well, I think SR&GR are both self consistent theory and gives far more detailed explanation of how the behaviour of spacetime than metaphysical ideas.
 
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vanhees71 said:
You can't prove this by construction. Special Relativity is science, not esoterics!
Even though, I'm more attracted to the physics now than finishing my philosophy assignment. Please give us some hints on how to approach this interpretation
 
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A popular (probably the most popular) interpretation of SR is what Greene talked about - the block universe (or B theory of time, which I think is what you were aiming at). But it's just an interpretation of the maths. You aren't required to adopt it and you can choose to stick with an (undetectable) absolute frame (the A theory of time).

By changing your state of motion (or just deciding to use a different simultaneity convention) you can change what you call "now" at locations other than your own. It doesn't change what you actually see because what you see is the past - when light now reaching you left whatever you're looking at. Since it's impossible to see anything "now" until light gets here, what you choose to call "now" turns out to be just a matter of book keeping, not physics (although there are physical limits to what you can sensibly call now). And since it's just book keeping you can't use it to make an argument about the physical world.

As I recall, @PeterDonis wrote an insight on the topic. You might want to look that up.
 
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Ibix said:
A popular (probably the most popular) interpretation of SR is what Greene talked about - the block universe (or B theory of time, which I think is what you were aiming at). But it's just an interpretation of the maths. You aren't required to adopt it and you can choose to stick with an (undetectable) absolute frame (the A theory of time).

By changing your state of motion (or just deciding to use a different simultaneity convention) you can change what you call "now" at locations other than your own. It doesn't change what you actually see because what you see is the past - when light now reaching you left whatever you're looking at. Since it's impossible to see anything "now" until light gets here, what you choose to call "now" turns out to be just a matter of book keeping, not physics (although there are physical limits to what you can sensibly call now). And since it's just book keeping you can't use it to make an argument about the physical world.

As I recall, @PeterDonis wrote an insight on the topic. You might want to look that up.
Thanks for your reply! I am still a bit confused by how exactly motion changes the labelling of the 'now'? Is it because with relative motion to initial/rest position, one can reach the information/photons earlier or later than rest position? If so, does the distance between the observer and the event have a great effect on the labelling of 'now'?

My argument in supporting eternalism isn't exactly built on SR, rather, I am arguing that 'existence' is a local property, just like the observations we make and 'now' we choose. In that sense, with some reasoning, I established 'being observable' ≡ 'existence'. Then it follows, if one can see what he considers to be the future in his current reference frame, within lesser amount of time providing that he moves towards the event, then I can conclude future exists. My argument is probably more to do with the ontology of existence, but I still wish to learn the mathematics of this phenomena:-)
 
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i_hate_math said:
I am still a bit confused by how exactly motion changes the labelling of the 'now'? Is it because with relative motion to initial/rest position, one can reach the information/photons earlier or later than rest position?
Sort of. Labelling two spatially separated events as both happening "now" is a special case of saying that the two events happened "at the same time". (If I say "There is a car driving by right now", I'm basically saying that the event "car drives by" is happening at the same time that I am speaking).

However, if you Google for "Einstein train simultaneity" you will find the classic thought experiment that shows that simultaneity, the notion of two spatially separated things happening at the same time, depends on the motion of the observer. If you and and I are moving relative to one another then in general the things that are simultaneous for you will not be simultaneous for me, and vice versa.

Understanding this thought experiment and letting go of the deeply ingrained idea of absolute simultaneity might be the single most important step in understanding special relativity.
 
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i_hate_math said:
My argument is probably more to do with the ontology of existence
That is not something that physics, as an empirical science, can help you with.
but I still wish to learn the mathematics of this phenomena:-)
there is no mathematics in "existence" and "eternity"; relativity is a mathematical concept to describe what we can measure. There are some pretty good pointers in the previous posts in this thread and we have even more Insight articles on related subjects, search for the Author of "Blockworld" or keywords like "universe", "spacetime" or similar

If you want to get scientific recommendations on the subject, please tell us in a new thread and in more detail on which level you stand and what you want to learn or investigate. But please, do that in a new thread. This thread will remain closed.
 
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What is relativity?

Relativity is a theory developed by Albert Einstein that explains the relationship between space and time. It states that the laws of physics are the same for all observers, regardless of their relative motion.

What is eternalism?

Eternalism is a philosophical concept that suggests that time is not linear and that all moments in time exist simultaneously. This theory opposes the idea of a single, objective present moment and instead proposes that the past, present, and future all exist at once.

How does relativity prove the possibility of "seeing the future"?

Relativity does not necessarily prove the possibility of "seeing the future" in the traditional sense. However, it does suggest that the future is not predetermined and is influenced by the observer's perspective and frame of reference. This means that, depending on one's relative motion, they may experience different versions of the future.

What evidence supports the theory of relativity?

There is a significant amount of evidence that supports the theory of relativity, including the bending of light around massive objects, the slowing of time in gravitational fields, and the observations of the cosmic microwave background radiation.

How does the theory of relativity relate to our everyday lives?

The theory of relativity has many practical applications in our everyday lives, such as GPS technology, which relies on the precise timing of signals from satellites. It also helps us understand the behavior of objects at high speeds and in extreme environments, which has implications for fields such as astrophysics and particle physics.

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