Microvita: Difference between revisions

Microvita (view source)

Revision as of 07:13, 12 January 2019

1,521 bytes added , 12 January 2019

Added == Microvita in Quantum Field Theory == links and ref's soon!!

Pankaj

114

edits

@@ Line 27: / Line 27: @@
 In connection with [[:wikipedia:Quantum field theory|Quantum Field Theory]], another researcher from the Netherlands, Frank van den Bovenkamp, suggests that the [[:wikipedia:Scalar field|scalar field]] not only gives [[:wikipedia:Mass#In_quantum_physics|mass]] to [[:wikipedia:Elementary particle|elementary particle]]s, but on top of that produces subtle vibrations which appear to possess certain characteristics of ''microvita''. This inner, simultaneous state of the all-pervading scalar field is reminiscent of P.R. Sarkar's philosophical concept of "Trigunatmika" (also referred to as Causal Matrix, and in [[:wikipedia:Hinduism|Hinduism]] as [[:wikipedia:Parameshashakti|Parameshashakti]], "''[which] has no reality in the absolute sense but is superior to its effects and inferred by them''").{{sfn|van den Bovenkamp}}
+== 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 through the self-expression of the Universal Entity. In Quantum Field Theory, the principle behind symmetry breaking is that the groundstate [of the quantum field] is [unchanging but] not unique. In either line of thinking, the somewhat paradoxical situation is solved if the expressed state again includes the original state. This is the bifurcation, and it is a recursive principle. Surprisingly, the bifurcation appears to be reflected in the masses (energy equivalents) of the elementary particles taking part in the action. After symmetry break, the total 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 particles, what the ground state is to all involved particles. In order to realize this in quantum physics, the quartic interaction is modified from a featureless interactive mode, into a set of actual, synchronized excitations which bifurcate the ground state through recursion. These special type of excitations, steering the universal ground state "intelligently" through symmetry break, into physical creation and back, are thought to be of microvitic nature.
 == Notes ==