T-symmetry violation: any leads?

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The discussion centers on T-symmetry violation, particularly its implications in the context of quantum field theory and the standard model of particle physics. Participants explore the nature of time and space anisotropy, questioning whether T-symmetry violation is an inherent property or a remnant of initial conditions from the Big Bang. Key concepts include the second law of thermodynamics, entropy as a measure of ignorance, and the role of CP violation in weak decays of quarks. The conversation highlights the complexities of defining physical systems and the implications of entropy in relation to time symmetry.

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Physicists, researchers in quantum mechanics, and students of particle physics seeking to deepen their understanding of time symmetry and its violations in the context of modern physics.

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For me it is the most mysterious violation, because it is anisotropy of space-time. It does not look so weird for Time, because we intuitively accept an “arrow of time”, but as space is the same as time it is weird.

In LQG or superstrings, are there any leads which might help to explain that phenomena? In particular, is that asymmetry "per se", or is it a weak “echo” of the Big bang/initial/boundary conditions of our Universe? If so, can it vary in time?
 
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What makes you think there is T-symmetry violation?
Remember symmetry of the dynamics is not the same as symmetry of a given system.

If you are referring to entropy then look closely at its definition which is itself time asymmetric and not a function of some t-asymmetry of the universe.

2nd law of thermodynamics: Our knowledge about the state of a system in isolation cannot increase.

Entropy is a measure of our ignorance about the state of a system. This doesn't make entropy mystical because in physics knowledge only comes from physical measurement. Thus as well the last act of measurement about the system from which this entropy is defined is itself by definition prior to the time at which we are referring to the system.

Ultimately we are saying that our ability to predict a future state based on measurements made at present must decrease in fidelity as we extend farther into the future due to unknown interactions with the environment. This manifests in the entropy of a prepared system going up over time.

But if we look at the true time reversed case we find a similar increase in ignorance. The past state of a system becomes increasingly uncertain in terms of what we observe at present as we project farther back in time.

Thus if we start with a googleplex of jars with salt and water in solution which we allow to be in thermal equilibrium with the environment back into the arbitrary past and find one which has a salt crystal in the shape of Abe Lincoln we can say definitively that as we project back into the past the entropy increases. But this is a trick in selecting a low entropy system for our final system. It is the time reversed case of preparing an initial system with an Abe Lincoln salt crystal in a brine solution and a trick of how we define what we mean by "the system".

We impose implicit T-symmetry breaking assumptions when we define a physical system in isolation. The system is "arbitrary" at the beginning and thenceforth placed in isolation. If you consider an "arbitrary" final configuration and prior isolation then for the "arbitrary" configuration the past entropy must be greater. But to instantiate the full range of such arbitrary configurations we must play the googleplex game of measuring enough systems to find cases of each "arbitrary" configuration we enumerate. The 2nd law is not violated because we are not invoking the requisite assumptions for the 2nd law to apply.

Let me also point out that entropy is not additive. The entropy of the whole is not the entropy of the sum of the parts, especially when you invoke quantum theory. So it is not proper to speak of "the entropy of the universe always increasing". You must define a system and in so doing you establish an arrow of time.
 
jambaugh said:
What makes you think there is T-symmetry violation?

Hm, I was thinking it is a well known fact
I am not talking about the macroscopic world, but the fundamental T-symmetry violation

http://en.wikipedia.org/wiki/T-symmetry

Particle physics codified the basic laws of dynamics into the standard model. This is formulated as a quantum field theory which has CPT symmetry, ie, the laws are invariant under simultaneous operation of time reversal, parity and charge conjugation. However, time reversal itself is seen not to be a symmetry (this is usually called CP violation). There are two possible origins of this asymmetry, one through the mixing of different flavours of quarks in their weak decays, the second through a direct CP violation in strong interactions
 
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And Wikipedia proves yet again the utter incompetence of its editors...
 
shoehorn said:
And Wikipedia proves yet again the utter incompetence of its editors...

Really?
So what is wrong? CPT theorem, or there is no CP violation, or Standard Model does not explicitly includes CP/T violation phase parameter = 0.995?
 

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