Atla wrote: ↑September 29th, 2021, 6:27 am
3017Metaphysician wrote: ↑September 22nd, 2021, 11:07 am
Hello Philosophers!
I'm not sure whether this subject matter has been vetted before, but was thinking about some fun questions about the paradox(s) of Time:
Time refers to many things, here maybe one should first look at the difference between intuitive "Newtonian"/"Kantian" absolute time, and counterintuitive "Einsteinian" relative time.
1. When we travel from east coast to west, why don't you get to have back the lost time?
Absolute time doesn't exist, so we can't have amounts of it or lose amounts of it either.
2. Is the Twin Paradox really a paradox, and can it be resolved?
It's only a paradox of absolute time, it's simply how relative time works.
3. What is considered 'present' time (how big of a slice of time represents ' the now' )?
Relative time has no slices, "now" has no extension in relative time. More like "now" can be seen as a point in spacetime.
(Which is not to be confused with "now" as the "eternal present", two different things that may co-occur.)
4. Is Time itself a metaphysical feature or quality of existence, and/or reality?
Relative time is a real way how the observable universe behaves.
5. Is time just a human calibration (clocks) of change?
No, it's a real way how the observable universe behaves. And there's no reason to think why "change" couldn't also happen outside time, outside our observable world, change may exist that has nothing to do with time.
But I don't think the arrow of time and relative time are the same thing either, they seem to be two co-occuring behaviours. In the observable universe, relative time usually changes in the direction of increasing entropy, which is the arrow of time. Usually, because it's a statistical behaviour.
6. Are unchanging truths like mathematical truths paradoxical vis-à-vis a contingent/determinate world of causation?
Don't know, are there even unchanging truths? Maybe in a universe with different physics, mathematics would also be different. Maybe our universe will change, and our mathemathics will change with it.
Thank you Alta for a wonderfully lucid contribution. A whole lot to discuss there, and I look forward to a spirited dialogue.
I'm going to start from the top and take one concept at a time (no pun intended) in which to parse. I will also be thinking aloud. You stated that time relates to many things. I agree! One thing it relates to is paradox of course. For instance, we certainly know from philosophy that the so-called logic associated with Platonism which, like it or not, is still alive and well. Why? Because the laws of the universe (time/relativity) and other pragmatic uses of math (calculating a moving vehicle's time/speed, engineering a structural object, so on and so forth), are laws of unchanging truths. They are metaphysical laws that can create and describe objects and their movements, which have no Darwinian survival advantages. And those unchanging truths are based upon a priori logic, which, also result in paradox (tautologies/statements of self-reference/'Gödel incompleteness', etc.) Perhaps you can touch on some Kantian CPR/transendental kinds of things there!
And without going into any further detail of this 'paradoxical/metaphysical existence', can 'relativity' itself somehow resolve or reconcile the conundrum of how the unchanging laws of the universe (space-time) themselves so effectively describe/explain the changing/contingent/causational world of existing things? Said another way, how do we reconcile the eternal unchanging laws of physics with the existence of a causational 'arrow of time' in the universe (not to mention biological evolution)?
One simple philosophical solution (too simple) that one would have to start with, could be the concept of logical necessity, in that a timeless /eternal metaphysical 'thing' (like mathematics itself-a mathematical super-turtle) could logically exist (a notion/analogy to the speed of light) outside of temporal time in order to create time itself (space-time) and the temporal universe.
And alternatively, if time itself does not cause change (change causes time), what is really time anyway? Time, (other than an arbitrary calibration of change), may seem very mysterious to us and not so 'absolute'. And that takes us back to our stubbornness with absolute's viz Plato and Newton:
The notion of an absolute time, one that's measurable and the same for all observers, was expressed most succinctly by Newton: "absolute, true and mathematical time, of itself, and from its own nature, flows equably without relation to anything external."
But, we know Einstein's theory of relativity changed that (again no pun intended) hence, you also mentioned 'Einsteinian ' time, and the illusion of same:
"Gravity slows time, so that it runs a little bit slower in the basement of your house than it does on the roof," says Davies. "It's a tiny effect, but it can be measured, even on distances that are that small. But if you want a seriously big time warp from gravity, you have to go where there's a very big gravitational field. If you had a clock on the surface of a neutron star, for example, it would tick at about 70% of the rate of a clock on Earth. The ultimate time warp is at the surface of a black hole, where in a sense time stands still relative to our time. If you went there, you wouldn't notice anything peculiar about time, but if you compared clocks between the two locations, they'd be enormously out of step."
Then, we have some notion of an 'arrow of time':
"The Universe started out very smooth and expanding uniformly," says Davies. From a gravitational view point the Big Bang was a low entropy state and the Universe has been increasing its entropy ever since, hence the arrow of time. The question now is why the Universe started in the way it did. "Why our Universe went bang in such an ordered state is still a mystery," says Davies. "There is no agreed answer to that, partly because there is no agreed model of cosmology. We all think the Universe began with a Big Bang and we know it's expanding. What we don't know is if the Big Bang is the ultimate origin of time or whether there was a time before that." (Read the Plus article What happened before the Big Bang? for more on this subject.)
In quick summary, those are just some bullet points based on your one comment about Time relating to Newtonian, Kantian and Einsteinian interpretations of same. And the common theme being paradox and illusion (which bears more discussion).
Anyway, if there is something (at least one thing) you find intriguing or misguided, please feel free to elucidate.
Thank you kindly.
“Concerning matter, we have been all wrong. What we have called matter is energy, whose vibration has been so lowered as to be perceptible to the senses. There is no matter.” "Spooky Action at a Distance"
― Albert Einstein