Time Asymmetry Re-Visited
By: Dr. Sam Vaknin
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Time does not feature in the equations describing the world of elementary particles and in some border astrophysical conditions. There, there is time symmetry.
The world of the macro, on the other hand, is time asymmetric.
Time is, therefore, an epiphenomenon: it does not characterize the parts – though it emerges as a main property of the whole, as an extensive parameter of macro systems.
In my doctoral dissertation (Ph.D. Thesis available on Microfiche in UMI and from the Library of Congress), I postulate the existence of a particle (chronon). Time is the result of the interaction of chronons, very much as other forces in nature are "transferred" in such interactions.
The Chronon is a time "atom" (actually, an elementary particle, a time "quark"). We can postulate the existence of various time quarks (up, down, colors, etc.) whose properties cancel each other (in pairs, etc.) and thus derive the time arrow (time asymmetry).
My postulated particle (chronon) is not only an ideal clock, but also mediates time itself (same like the relationship between the Higgs boson and mass.) In other words: I propose that what we call "time" is the interaction between chronons in a field. The field IS time itself. Chronons exchange between them a particle and thereby exert a force.
"Events" are perturbations in the Time Field and they are distinct from chronon interactions. Chronon interactions (=particle exchange) in the Time Field generate "time" (small t) and "time asymmetry" as we observe them.
My work is, therefore, a Field Theory of Time.
Read “Upper Time Limit, Its Gradient Curvature, and Matter” by Eytan H. Suchard (Journal of Modern Physics and Applications 2014, 2014:5)
Read “Absolute Maximum Proper Time to an Initial Event, the Curvature of Its Gradient along Conflict Strings and Matter” by Eytan H. Suchard (Journal of Modern Physics Vol.4 No.6 (2013), Article ID:33086)
“Upper Time Limit, Its Gradient Curvature, and Matter” by Eytan H. Suchard
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