A new type of scalar field excitation
"After about 1980 it became clear that quantum field theory would always be with us. But there began to be doubts whether or not this was truly a fundamental theory, or merely an effective field theory  perhaps a theory which arises from a deeper underlying theory which might not even be a quantum field theory at all".  Stephen Weinberg
Conventionally, symmetry is broken by placing a firm constraint on the scalar field. This creates the noted "Mexican hat" potential well:
The conventional SSB potential well with its basic nonlinear excitation modes and parameters
An alternative form of symmetry breaking is proposed, related to microvita theory and other sources, representing a natural and yielding binding of the field's free motions based on synchronized excitations:
The synchronized groundstate. The wave contains various equidistant series relating to subwave resonances.
The main series, containing the native geometrical properties, is highlighted.
Counting the field's 10 degrees of freedom
Counting the degrees of freedom. The synchronized scalar field is at first still nondimensional and neither represents symmetry nor broken symmetry, but is dynamically poised at the edge of symmetry breaking. Each single period of the composite wave constantly consists of exactly 10 simultaneous subfluctuations:
The synchronized groundstate's 10 subfluctuations,
here emphasized by the wave's derivative
Numerically these correspond with the 10 degrees of freedom in high resp. low energy physics in 3 dimensions:
High energy 
3 Yang Mills fields 
with each 2 spins 
+ 4 scalar fields 
= 10 degrees of freedom 
Low energy 
3 massive vector fields 
with each 3 spins 
+ 1 neutral scalar field 
= 10 degrees of freedom 
In the low energy state, 3 of the 4 scalar fields have been "consumed" to form one extra spin and mass. The idea is that real life physical system is a mix of both, dynamically poised at the edge of equilibrium, and this is exactly what the synchronized state represents. The remaining "neutral" scalar field, i.e. the portion which is not involved in interactions, is the inner, principal cycle or mode of the synchronized groundstate.
references:
Stephen Weinberg, "The Quantum Theory of Fields Effective or Fundamental?", 10:45
Gerard 't Hooft Oppenheimer lecture, 1:16:36
G. Srinivasan, The Secret of Sankhya, e.g. page 12
The causal matrix of fundamental stresses or "guna's"
"At very high energies this Higgs field fluctuates so much that you don't notice symmetry breaking". This state has yet to be decribed in physics. In philosophy a similarly fundamental state is described as the "Trigunatmika", the triangle of forces on the edge of equilibrium. P.R. Sarkar never explicitly used the term "guna's", which is mainly known as a philosophical concept, in relation to microvita theory. The "guna's" of philosophy do exist however and might in a physics context be referred to e.g. as "fundamental stresses": confining (static), resonant (mutative) and radiant (sentient). They form the ultimate fabric of creation, underlying the synchronized groundstate.
The relation between the guna's of philosophy and Quantum Field Theory could have very interesting implications for both.
By introducing the concept of a synchronized groundstate in QFT, continually balanced on the edge of symmetry breaking, certain fundamental issues in QFT such as the path integral problem or the mass gap problem could be addressed in a new way, be simplified or solved in the first place. The present approach shows how a unique "Trigunatmika mode" can form a scalar field and gauge field at the same time. Continue reading here.
references:
Gerard 't Hooft Oppenheimer lecture, 1:16:36
P.R. Sarkar, Ananda Sutram, Chapter 4
A new type of boson?
The synchronized scalar fluctuations are not the original "guna's", but are guna interaction permutations or GIP's. The GIP's come in two forms, based on the type of oscillation:
A "topview" of the evolving synchronized groundstate showing two main oscillations.
Light colors correspond to peaks, dark colors to troughs.
It is proposed that these GIP's constitute a principal form of microvita. In terms of quantum physics, GIP's could be referred to as a new type of boson, i.e. a force carrying particle.
The creative geometry of the synchronized groundstate
The synchronized wave implicates a triad of unique geometrical properties, which may lead on to further steps in the creation process:
• An inner, principal cycle or mode, representing a nuclear, simultaneous ("guna") causal state
• A native geometry projecting a 3D vacuum (it also creates the number Pi from "first principles")
• An interactive subwave resonance, referred to as Volumetric (or Vacuum) Harmonic Oscillator (VHO)
The synchronized scalar wave in nonlinear synthesis,
with
its internal geometrical properties
The cycle of creation
The bifurcation at this stage is still partial and somewhat theoretical. Due to further binding, the field fully bifurcates while forming a creation cycle:
Creation cycle based on synchronized scalar excitations. Left is the bifurcated diagram (Microvita cosmology style),
at the right the cyclic diagram (Brahma Cakra style)
The reality of "time, place and person"
Seen through the prism of conservation laws, the rather abstract groundstate appears as a physical reality. The simplest form is the Hydrogen atom with its discrete energy levels ("eigenstates"). A single primary quantum number controls the VHO as well as the Hydrogen atom, and the ratio between them:
(The "alpha" symbol represents proportionality)
In other words, the "energy" that appears to be conserved (i.e. as per the inverse quantum number squared), is simply the manifestation of the perpetual relation between matter and abstract. There is no literal cause for physical phenomena  there is merely the "flipside" of the source field which itself remains unchanged and unassailed (e.g. the neutral scalar field).
Arguably it's a realm experienced by the biological mind alone, while having no substantial bearing of its own whatsoever.
And thus the original confining, resonant and radiant forces exist but would remain undetectible, were it not for the existence of the synchronized groundstate.
