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Post by xxxxxxxxx on Jul 6, 2021 18:12:51 GMT
1. A line within a line observes the one line placed within itself in multiple positions thus is superpositioned, one thing exists in many states.
2. This line containing itself curves the space around it, ie the 0d point, considering it forms the positions of the points with the points being the inverse of the space of the lines.
3. In simpler terms the points are the space between the lines and are formed in response to the space of the lines itself, one space forms another space.
4. Superpositioning is thus one space curving the spaces through which it exists.
5. The many spaces formed by the superpositioned line are the result of the one thing, ie the line in this case, dividing itself into further spaces.
6. These further spaces are the curving of space through the superposition of the one entity, the line, with this curvature being division.
7. Curvature is division in the respect that one thing as one Directional multiplies its directions thus multiplying the singular form which is rooted in one directionality.
8. The most basic form is one Directional, ie the line, with the multiplication of directions being the multiplication of form with this multiplication of form changing the inverse space, the 0d point, around it.
9. The line as composed of multiple lines is the multiplication of directions thus a curvature of the inverse space around it embodied under the point.
10. The point is the inverse opposing space of the multiple lines and is formed through the division of the one line into many.
11. Superpositioning is the formation of form.
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Post by Eugene 2.0 on Jul 9, 2021 20:44:23 GMT
I've been always curious in that - what is that superposition means? Firstly I heard it in school where they told me that because of the principle of superposition... (and something about logic; I don't remember exactly, but I think it was about formalization of the formulas). Next time it was when I was reading something about math. There be said that superposition of functions means a way to change one formula to another one, or use their arguments. Like f(x_1, x_2, ..., x_n) to g(x_1, x_2, ..., x_n). And I still don't really know how to understand it, because of ambiguity of different usage of this kinda synonymous term.
1. Does it mean that each part represents the whole? 2. Why curving space around the line makes it be 0d?
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Post by xxxxxxxxx on Jul 12, 2021 16:28:24 GMT
I've been always curious in that - what is that superposition means? Firstly I heard it in school where they told me that because of the principle of superposition... (and something about logic; I don't remember exactly, but I think it was about formalization of the formulas). Next time it was when I was reading something about math. There be said that superposition of functions means a way to change one formula to another one, or use their arguments. Like f(x_1, x_2, ..., x_n) to g(x_1, x_2, ..., x_n). And I still don't really know how to understand it, because of ambiguity of different usage of this kinda synonymous term. 1. Does it mean that each part represents the whole? 2. Why curving space around the line makes it be 0d? 1. The part contains the whole much in the same manner a line within a line has the line contain itself. The whole manifests itself in multiple positions through its parts. 2. The 0d point is the line placed in multiple positions resulting in the space of the 0d line being formed through the multiple positions of the 1d line.
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