Authors: Gary Barham, Christine van Blokland
We are going to investigate a new theory of Light which we are calling the Geometry of Light. This theory shows us that by applying symmetrical positive/negative geometry to physics and especially quantum physics we are able to solve many of its currently unsolved problems and propose a holistic theory of light that could take us on to a new Theory of Everything. The first step towards a ‘new science’ is in fully understanding Light, as light is the first appearance of mass/energy out of the zero-point field, the quantum vacuum of space. We present a revolutionary new theory that proposes light as a composite particle made up of both photons (light/energy) and gluons (darkness/ information). When travelling in free space as ‘light’ these two particles are always connected, always in interaction with each other, and even though we see the flash of light of the photon, it also has its unseen shadow of darkness called the gluon. This continual interaction between the photon and gluon will explain all the quantum weirdness at that level and above, as all particles of matter are created out of the zero-point field via this photon/gluon pairing. The photons create an outer boundary (shell/ shield) of each subatomic particle and the gluons hold the inner boundary (strong force/ glue) or centre of the particle. The internal components (mostly quarks and antiquarks) of all particles are held tightly between these two boundaries, making all of matter truly ‘frozen light’. When pushed apart like this, in the creation of matter, the photons around the outside of the particle will take on a negative charge (shield) and the gluons in the centre a positive charge (glue). These additional charges, within every particle of matter, contribute significantly to finally and fully explaining the ‘weird’ characteristics of quantum physics.
Comments: 49 Pages. Presented at DemystiCon 2025, Sesimbra, Portugal (Note by viXra Admin: Please submit article written with AI assistance to ai.viXra.org)
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