Folks who read my posts in sequence will find me just as confused as them, as I go along. This theory is being invented on the fly, open source. At this point its a good idea to summarize where we are and define some terms better. I will try to stick to these terms henceforth.
The basics is to define the Nyquist and Pauli sample rates of the vacuum. The Nyquist vacuum seeks to minimize phase to zero everywhere, all the time. It does so by measuring one of three phase levels for each phase element in space. The effect of using just these three values is to under sample every phase in space, is the blurring the phase differences across space samples. The amount it under samples is the Pauli rate, being 1/3 less than Nyquist. Thus for each of three space samples, the Nyquist will sample two at a time, and swap values to minimize phase differences across the three samples. Nyquist sampling overlaps, two can work on five samples at once without overlapping.
When the Nyquist sampler cannot measure any phase difference, it gets stuck, and stays right there sampling the same set of three samples. Generally what I call the quantization of matter is simply the Nyquist samples looking as some set of phase zero samples and will remain there. Two samplers will stick at five phase zero values.
When the sampler is stuck at a set of zeros, than that set is matter. Let's call it a Null Point of order N instead. At order N, any phase difference 2/3 less than that will pile up on either side. At the Null point the quant levels are just below the amount for the sampler to measure a difference. Then the sampler can only organize a standing wave centered around the Null point. Samples less than those values pass unimpeded without affect the existing standing wave.
Thjis causes the phase imbalance to be broken up into orthogonal orders, any order N has shorter wavelength, courser quantization rates, and more mass than any order N+1. This all happens because the ratio of the Nyquist rate, 3/2 times the Pauli rate is just the rate at which two masses will not collide, the Pauli rate becomes low enough to enforce Pauli exclusion. Hence any phase disturbance becomes decomposed into a spectral set, shorter wavelength to longer. The Null size automatically equilibriates to a mass size which will not collide with any order N+1, nor will they combine.
The Nyquist sample values used are the -1,0,+2, which is always asymmetric, unlike the current model.
The theory differentiates between sparse order and compact order. In a compact order, nothing is simultaneous. In a sparse order, there is an axis of simultaneity where kinetic energy is allowed to minimize phase by motion of the Null points. The motion occurs along the line where wave action is not enough to minimize phase. minimum phase.
So, there are three ways in which phase is minimized, Null points, wave motion and kinetic action. Any order has a curvature, the compact order have a curvature equal to the asymmetry of the Nyquist sampler. Sparse orders have a curvature equal to the phase imbalance between the short lobe of its standing wave, and it long lobe, the long lobe being curved positive. A standing wave exits on either side of the Null point.
The number of quantization levels in each order go up by 3/2. Other than order difference, there is no distinction between field types.
The asymmetric Nyquist sampler is this model's equivalent to the Baryon number in the standard model. The Pauli rate is the sample rate of a wave, corresponding to the speed of light.
The definition of distance is the size of the quantization level, and it can only be measured along an Axis of Simultaneity. The axis of simultaneity for electro magnetic wave motion, in this Region, is perpendicular from the magnetic and electron field cross.
The definition of time is the relative sample rate between different orders, though that may change.
Force is a constant phase shift along any Axis of Simultaneity. Mass is the relative wavelength difference between two orders, and corresponds to the Shannon SNR when doing quantum mechanics. A complete set of samples is one in which a stable order has stable minimum phase, and is the set one uses for a quantum mechanical solution.
A Universe is something over which all the orders are organized, and their are fields up to the highest order, some sparse, which connect all elements of the Universe. When a Universe is completely compact, it is done and Black Holed. The age of a Universe is determined by is compactness. Each Universe moves toward compactness uniformly, and that is the maximum entropy path. A Region is an area of a Universe where the orders are stable.
In a compact set of Orders, order N wave motion will become matter, have Null point, in an order N+2 field, absolutely. In sparse orders. there is overlap in which an order N can have wave motion in an order N+2 field.
The Orders in this region are sparse in the magnetic and electron, but the Higgs and nuclear are approximately compact. These orders are:
Nyquist
Higgs
Quark
Electron
Magnetic
Gravitional
and whatever higher orders are needed to describe the connected Universe. The theory assumes Null points exist for any order.
This theory computes the current standard model except for symmetry issue. This theory tightly binds the mass, wave, and kinetic quantum states to a particular order when describing the standard model.
This theory computes a different standard model in differing Regions of the Universe, depending upon the relative ordering.
Our Universe has sparse magnetic and electron fields, compared to the lower orders. To a good approximation, the electron, sparse field, has right angles between the long and short lobe. The short lobe points toward the nucleus, and has the negative phase.
Anyway, just a set of definitions we should try to agree on.
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