Laws of physics are (almost) time symmetric, so a time-reversed description of a physical process is as qualified as the original one. What's the reason then, that in reality one version seems to prevail but not the other?

Entropy is smaller closer to the big bang and larger on the other side, so it's asymmetric with respect to time. But asymmetry is not direction. "Entropy increases from big bang forward" and the time-reversed version "Entropy decreases towards future big bang" are equally good descriptions of this asymmetry. Are we choosing the former over the latter? If so, mustn't there be some reasons other than reversible laws and boundary conditions that legitimize our choice? What might they be?

Everything we remember happened when entropy was lower, not when it is higher. Could this be one of the reasons why we choose one over the other?

  • $\begingroup$ somehow circular ? $\endgroup$ – user46925 Jan 15 '16 at 8:40

This is a question that cannot be answered without understanding what time is. And I think the best we can say is that time is a quantity we use to compare events. But the compared feature is the ordering. Bearing that in mind, we cannot say much about its reality, even less about its direction.

In other words, despite the fact that you can order events, and even talk about their duration, we cannot say much about the fundamental nature of time.

Now there is a diference between physical laws and the quantities they relate, as time in this case. Physical laws that are time symmetric simply summarize observed phenomena, and the terms they use show no preference for time. But this just means in my opinion, that the initial conditions are the ones carrying information about the succession of states in the system. Thus in a sense, the are symmetric because the very processes governing change are time symmetric; but this just means that the physical process governing change is independent of the starting point, or initial conditions. Then the physical laws do not say by themselves whether time is a property of the whole universe, or the interacting bodies, or if is just a concept with no physical meaning. Even less about whether it has or not a preferential direction.

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    $\begingroup$ I agree that physical laws say little about time. I tend to think direction of time is like color, it stubbornly looked like part of reality until we find out it's just the way we are built to perceive the world. $\endgroup$ – Eric Jan 15 '16 at 13:44
  • $\begingroup$ That's a good analogy. What puzzles me is whether it is possible to determine whether time is subjective or not. What experiment could be designed to test this? $\endgroup$ – rmhleo Jan 15 '16 at 13:49
  • $\begingroup$ If time is a quantity we use to compare events as you said, isn't it already subjective in some sense? Anyway, I think the most we can say is something like "it is coherent to say time is subjective/objective in this theory/framework about how the universe and mind work". $\endgroup$ – Eric Jan 15 '16 at 14:11
  • $\begingroup$ I think it does not proof its subjectivity. It looks analog to space and spatial dimension: we can compare the extension of different bodies in space, how much larger are ones over others. And yet we cannot proof that space is subjective or not. $\endgroup$ – rmhleo Jan 15 '16 at 14:27

Time is just a scale we use to measure the rate of processes or to measure the interval between 2 events. Time is not a stand-alone entity and it does not exist alone independently. All the means (like clocks) we employ to measure Time use some standard physical changes as their fundamental measuring units of Time. So Time has no direction of its own, like a tape for measuring distance has no direction of its own, even if we use that measuring tape to measure, for instance, the length of one-way street. The process on that street (one-way traffic) does not mean that the measuring tape really runs then same direction as the traffic. It's the same with Time.


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