How does this come about with light then and light within the Higgs Bosun Field? Light has particles yet no mass.
I only have a rudimentary understanding of particle physics and no formal education. Math is actually my worse subject and like Goshin and EA most of the details cause my head to go mush. But I think people with less detailed info sometimes come up with ideas out of the box because they don't know better.
I didn't say light interacted with the Higgs field or had mass and that photons were only a force carrier for electromagnetic waves. The theory is not new or my own by any means but extrapolated from other sources including wiki.
Zero-point energy is the lowest possible energy that a quantum mechanical physical system may have; it is the energy of its ground state.
In quantum theory, zero-point energy is a minimum energy below which a thermodynamic system can never go. Thus, according to the standard quantum-theoretic viewpoint, none of this energy can be withdrawn without altering the system to a different form in which the system has a lower than zero-point energy.
Vacuum energy is the zero-point energy of all the fields in space, which in the Standard Model includes the electromagnetic field, other gauge fields, fermionic fields, and the
Higgs field. It is the energy of the vacuum, which in quantum field theory is defined not as empty space but as the ground state of the fields. In cosmology, the vacuum energy is one possible explanation for the cosmological constant.
The cosmological constant has the same effect as an intrinsic energy density of the vacuum, the critical density changes with cosmological time, but the energy density due to the cosmological constant remains unchanged throughout the history of the universe.
A positive vacuum energy density resulting from a cosmological constant implies a negative pressure, and vice versa. If the energy density is positive, the associated negative pressure will drive an accelerated expansion of empty space.
Why doesn't the zero-point energy density of the vacuum change with changes in the volume of the universe? And related to that, why doesn't the large constant zero-point energy density of the vacuum cause a large cosmological constant? What cancels it out?
In cosmology, the zero-point energy offers an intriguing possibility for explaining the speculative positive values of the proposed cosmological constant. In brief, if the energy is "really there", then it should exert a gravitational force. In general relativity, mass and energy are equivalent; both produce a gravitational field. One obvious difficulty with this association is that the zero-point energy of the vacuum is absurdly large. Naively, it is infinite, because it includes the energy of waves with arbitrarily short wavelengths. But since only differences in energy are physically measurable, the infinity can be removed by renormalization. In all practical calculations, this is how the infinity is handled. It is also arguable that undiscovered physics relevant at the Planck scale reduces or eliminates the energy of waves shorter than the Planck length, making the total zero-point energy finite.
What all the above says too me in summary laymen terms is that the universe consist of an undetermined and unmeasurable energy field, which never loses intensity. And that it's possibly an infinite and unobservable dimension that is feeding the observable, 4 dimensional time/space with the necessary force to expand evenly and supporting the rest of the universes energy needs through, mass, thermo, electromagnetic, gravitational, etc. Of course that would be a string theory that ties all other forces together in one neat package that originate from a prime force.