Microvita: Difference between revisions

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== Microvita in Quantum Field Theory ==
== Microvita in Quantum Field Theory ==


In his discourse on Microvita and Cosmology, Sarkar states that during the bifurcation, the sum total strength of the expression remains the same. "Bifurcation" means "forking in two" - it is not a division, but a doubling action, in this case by the self-expression of the Universal Entity. In Quantum Field Theory (QFT), the principle behind symmetry breaking is that the ground state [of the quantum field] is not unique [yet unchanging]. In either line of thinking, the expressed state again implies the original state, both having equal weight. Thus the detectability of the ground state stems from a recursive action, whereby the ground state (or Universal Entity) itself becomes the bifurcation. Surprisingly, bifurcation appears to be reflected in the masses (energy equivalents) of the elementary particles taking part in the action. After symmetry break, the generated mass is distributed between the Higgs boson and the three heavy vector bosons together, in a 1 : 2 ratio (very closely, based on the latest measurements:). The non-interacting Higgs boson is to the interactive vector bosons, what the ground state is to all involved particles. Sarkar is arguably more precise in his analysis than current QFT. To make this work in quantum physics, the quartic interaction is modified from a featureless interactive mode, into a set of actual, synchronized excitations acting on the ground state in a recursive style. These special type of excitations, steering the Universal Entity "intelligently" through symmetry break, into physical creation and back, are thought to be of microvitic nature.
In his discourse{{sfn|Sarkar|1991 third ed.}} on Microvita and Cosmology, Sarkar states that during the '''bifurcation''', the sum total strength of the expression remains the same. [[:wikipedia:Period-doubling_bifurcation|"Bifurcation"]] means "forking in two" - in an externalizing style it is not a division, but a doubling action, in this case by the self-expression of the Universal Entity. In [[:wikipedia:Quantum field theory|Quantum Field Theory]] (QFT), the principle behind [[:wikipedia:Higgs_mechanism|symmetry breaking]] is that the ground state [of the quantum field] is [[:wikipedia:Goldstone_boson#Goldstone's_argument|not unique]] [yet unchanging]. In either line of thinking, the expressed state again implies the original state, both having equal weight. Thus the detectability of the ground state stems from a [[:wikipedia:Recursion|recursive]] action, whereby the ground state (or Universal Entity) itself becomes the bifurcation. Surprisingly, bifurcation appears to be reflected in the [[:wikipedia:Mass#In_quantum_physics|masses]] ([[:wikipedia:Mass%E2%80%93energy_equivalence|energy equivalences]]) of the elementary particles taking part in the action. After symmetry break, the generated mass is distributed between the [[:wikipedia:Higgs_boson|Higgs boson]] and the three heavy [[:wikipedia:W_and_Z_bosons|vector bosons]] together, in a '''1 : 2 ratio''' (very closely, based on the latest measurements: [[:wikipedia:Higgs_boson#Findings_since_2013|Higgs-]] and [[:wikipedia:W_and_Z_bosons#Basic_properties|W- and Z-boson masses]]). Conceptually, the non-interacting Higgs boson is to the interactive vector bosons, what the ground state is to the whole expression. Sarkar is arguably more articulate in his analysis than current QFT. To make this work in quantum physics, the [[:wikipedia:Quartic_interaction|quartic interaction]] is modified from a [[:wikipedia:Spontaneous_symmetry_breaking#Mexican_hat_potential|featureless interactive mode]], into a set of actual, synchronized [[:wikipedia:Excited_state|excitations]] acting on the ground state in a recursive style{{sfn|van den Bovenkamp}}. These special type of excitations, steering the Universal Entity "intelligently" through symmetry break, into physical creation and back, are thought to be of microvitic nature.


== Notes ==
== Notes ==
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