Theory Of Everything

Here is the tenth episode of Quantum Foam, Theory Of Everything. We are taking this as an assessment since we are about 1 percent through with the proposed length of this podcast. What we are trying to do is go over the Theory Of Everything one bit at a time. We are creating a Linear Algebra matrix. This is the method of math that we are using. We build math models to test scenarios that can manage a large amount of data using dependent and independent variables. It is perhaps a little easier to fabricate different images of reality because we are using computational physics that can be programmed. To make a long story short, the math is being hidden inside of a negative sign. The square root of negative pi is the equation for our proposed universes. People are making their math way more complicated than it needs to be. Linear Calculus is a tool to be put into a container to describe the Theory of Everything. What we have is a true random number generator running artificial intelligence that preforms physics. This is an instruction set to program matter at a quantum foam level. We are using a system to mimic intelligence and are putting it together into a large project. We are talking about consolidating Quantum Mechanics and General Relativity. We need to be aware that this is a top-down approach of the Theory Of Everything from a mechanics standpoint. The difference is there. What is a Hilbert Space? What are Yang-Mills models? They are the basis of the understanding of the Standard Model Of Particle Physics. There are also Randall-Sundrum models which are localized on 3 plus 1 branes. Additionally, there are the non-local De Broglie-Bohm theories. Lagrangian Field Theory is used for finite discrete particles that describe events. We are attempting to describe complete cosmological structures. There are fluid and static Lagrangian Field Theories. A deterministic system is denoted by the Schrödinger Equation and are treated a certain way in order to describe the entire picture. 5-dimension geometry is a way to look at standard interpretations of cosmology. We are dealing with scaler, vector, and spinor fields among much else. This theory can describe path integrals, point particles, and torsion fields. The Theory OF Everything can be modeled as a box with a bunch of points that are each descriptions of the numerous positions in space. You have to do this in a way that other people can understand. Do the spaces have moving paths and is there a negative cosmological constant? A space IS a grid or a lattice. Static means that a point particle coordinate system is not associated with a moving path. Hyperbolic geometry helps us compare the curvature of surfaces. We know there is the existence of the Heisenberg Uncertainty Principle. This can be averaged out. Properties of particles can be described with the wave function to show the path integrals of reference items. There may be cases where we use De Sitter Spaces and others where we use Anti-De Sitter Spaces. Near a sun we are going to use General Relativity equations not chromodynamics, which covers the Standard Model Of Particle Physics. We are using points which can be put on a standard coordinate system in these models. We can tell the difference between 3 dimensions and 1 of time. Linear Calculus will help describe the Theory of Everything during the quantum foam experiments taking place during this podcast.