New developments in Time-Asymmetry of Quantum Field Theories
Περίληψη
Time-asymmetric evolution is derived from time-reversal invariant fundamental QFT-equations. Chrono-topology, the disconnected time topological space J4, is the playground for the generalized random and infinitely divisable quantum fields, a new development in time-asymmetry. Based on the properties of this time space and using the theory of random quantum fields previously developed a non-unitary, complexity evolution operator, C(J4), is derived. C(J4) breaks down, by Bohr- quantizing the field-action integral, alternatively into two, spontaneously renormal- ized parts: One, (unitary) Uu(r), implying U - processes and one (non-measure- preserving), Knmp(r), producing R - processes. Unmp(r), breaks time-symmetry and provides a basis for CP-violation in QFT and in particular in the K0-meson decay. Functional integrals arising in the theory have as a limit Feynman's path integral in accordance with the measure theoretical requirements. Irreversibility and time-symmetry are not incompatible (compare Boltzmann, Poincaré) in chrono-topology.
Λεπτομέρειες άρθρου
- Πώς να δημιουργήσετε Αναφορές
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Syros, C. (2020). New developments in Time-Asymmetry of Quantum Field Theories. Annual Symposium of the Hellenic Nuclear Physics Society, 9, 357–394. https://doi.org/10.12681/hnps.2797
- Τεύχος
- Τόμ. 9 (1998): HNPS1998
- Ενότητα
- Oral contributions