Ghost Number Orbital Clouds and a Compactified 9th "Octrant" in a 3-Plane/8-Octrant Coordinate System
Keith Carlock
Invisibility Suits, Portals, Magic Ghost Number Cubes and Other Mathematical Ideas [ also, ideas towards an amended Invisible/Holographic Principle]
(Note: When I refer to an "octrant", I mean about the same thing as a quadrant in a flat 2-D coordinate system, but an octrant, I assume would mean eight different parts or sections of a full 3-D spatial coordinate system.)
An Atomic Science of Ghost Number Cubes
(Guided by my assumption that ghost number cubes can resemble the atom)
I thought that the six primary numbers that create the ghost number cube at its six faces were meant for individual aspects of the various observables, like a typical quantum matrix.
Instead, I started seeing the cubic array of numbers more like a density cloud of probabilities within the atom that yielded the individual central, inner and outer ghost numbers, and it turns out to be a more satisfying picture.
Ghost Numbers float in inner and outer orbital clouds, like electrons around the nucleus of an atom that has a single ghost number in its very center, created by the cloud of primary numbers around it.
The first picture shows the underlying cubic array of numbers in each " orbital cloud" and the second picture shows the orbital clouds and the central cloud with shading to accent its cloud-like shared possession of that particular ghost number at that central, inner or outer cubic octrant.
The Inverted "9th Octrant Dimension" of The 8-Octrant Three-Plane Spatial Coordinate System
The central ghost number lives in an inverted 9th cubic octrant built of the six primary numbers and shared with the inner ghost number cube: a ninth octrant to an already full eight-octrant three-axis cube!!!
Could the 9th inverted ghost number octrant be an inner dimension locked away in the outer ghost number normal octrants?
The very central ghost number exists in an inverted cubic octrant of an outwardly already filled eight cubic octrant three-plane coordinate system.
A compactified hidden extra octrant in an already filled 8-cubic octrant coordinate system.
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This is an alternate angle of rotation to show another potential cloud array of number patterns inside the atom.
Addition and Multiplication Ghost Number Cubes Primary Numbers and Their Cubic Sums or Products, The Central Ghost Number of Each and Preferred Angles of Intersection
In the diagram below, the addition cube is on the left and the multiplication cube is on the right.
The primary numbers are the six numbers you can place around the six faces of a cube.
Their cubic sums or products determine the ghost numbers inside each box. Their cubic arrays face inward, compared to the outward-facing inner and outer ghost number cubes.
The central ghost number cubic array is shared by the inner ghost numbers cubic number space, Then, all the outer eight octrants share each other's edges, including the inner cube's edges and contains the main outer ghost numbers.
The orange two-way arrows cutting thru each spatial-diagonal space covered over in red are number patterns of what I call the preference for the angle of intersection for the four spatial-diagonals. The addition cubes only have one preferred angle, the rest are all alike. The multiplication cube has two different preferred angle of intersection along with two similar-looking remaining spatial-diagonals.
This series shows the step-by-step process in ghost number mathematics beyond the central ghost number and the six primary numbers of each cube above, and toward the outer ghost numbers,
More Examples of Preferred Angles of Intersection
I believe we are looking at some inner mechanism that connects the outer ghost numbers to the inner ghost numbers in such a way as to be somehow connected with their tripling or cubing the central ghost number in each addition and multiplication cube.
These have much to be explored, in my opinion.
Don't Bring Me Down, Electric Light Orchestra