Space is Order; Reason and Meaning are Inevitable
Posted: Fri Feb 01, 2019 10:35 pm
Considering all phenomena are dependent upon spatial axioms as both the foundation of order, in the respect they all exist as "limits" in themselves, then all irrational numbers as expanding space are expanding order.
The question of "expansion" of space leads to a problem in the respect all movement requires a movement from one space to another as space. If spaces expands, it requires a space to expand to, thus space does not expand as it must exist as a constant for it to expand to.
Dually if one space, I will use the term "locality", moves to another (let's say point A to point B); then Point A may be observed as "expanding" but simultaneously Point B may be observed as "expanding" if used as the starting point. Points A and B relativistically contract.
So point A is a expanding and point B is contracting. This requires that both points, moving simultaneously, exist in a framework of space themselves hence with the simultaneous expansion and contraction of points A,B; thus necessitating Points (A,B) to exist within a framework of Points (A1,B1).
So Points A and B moving towards each other effectively meet at the center of the frameworks of Points (A1, B1), where Points A and B as Point (A,B) exists as a center point from Points (A1,B1).
So the points A1,B1 effectively move closer to eachother as points (A,B) move towards eachother. This is observed if Points A1 and B1 exists as a foundational framework. As points (A,B) move towards eachother a resulting set of movements occurs. Points A1,B1 exist as 1/1000, then 1/100, then 1/10 (observing infinite grades of fractions/fractals between them) until eventually Point (A,B) as one point in the center observes a distance of 2 that separates points A1 and B1. As Points (A,B) move, then effectively create further points with these further points effectively becoming closer as Points (A,B) move closer.
The two points of A1 and B1 exist through the proceeding linear distances where the line is strictly the point in a dualistic state of extradimensional projection where they exist in a state of relation through a synthetic center point which may converge or diverge.
In these respects space exists effectively as order.
"Expansion" and "Contraction" exist as dual contradictory statements when premised on a movement from either point A to B or point B to point A.
This contradiction of expansion and contraction is synthesized when Point A and Point B are moving towards each other simultaneously, thus necessitating a replicated framework of Points A1 and B1. A converge of points (A,B) results in a divergence from points (A1, B1); hence point the points exist through an inherent spontaneous synthesis where there continual expansion/contraction and convergence/divergence results in space existing as a continual "order" which exists through a synthetic nature that effectively is spontaneous, with the spontaneous nature existing through an inherent "rationality" observed by the ratio-tic linear movements of the points.
The question of "expansion" of space leads to a problem in the respect all movement requires a movement from one space to another as space. If spaces expands, it requires a space to expand to, thus space does not expand as it must exist as a constant for it to expand to.
Dually if one space, I will use the term "locality", moves to another (let's say point A to point B); then Point A may be observed as "expanding" but simultaneously Point B may be observed as "expanding" if used as the starting point. Points A and B relativistically contract.
So point A is a expanding and point B is contracting. This requires that both points, moving simultaneously, exist in a framework of space themselves hence with the simultaneous expansion and contraction of points A,B; thus necessitating Points (A,B) to exist within a framework of Points (A1,B1).
So Points A and B moving towards each other effectively meet at the center of the frameworks of Points (A1, B1), where Points A and B as Point (A,B) exists as a center point from Points (A1,B1).
So the points A1,B1 effectively move closer to eachother as points (A,B) move towards eachother. This is observed if Points A1 and B1 exists as a foundational framework. As points (A,B) move towards eachother a resulting set of movements occurs. Points A1,B1 exist as 1/1000, then 1/100, then 1/10 (observing infinite grades of fractions/fractals between them) until eventually Point (A,B) as one point in the center observes a distance of 2 that separates points A1 and B1. As Points (A,B) move, then effectively create further points with these further points effectively becoming closer as Points (A,B) move closer.
The two points of A1 and B1 exist through the proceeding linear distances where the line is strictly the point in a dualistic state of extradimensional projection where they exist in a state of relation through a synthetic center point which may converge or diverge.
In these respects space exists effectively as order.
"Expansion" and "Contraction" exist as dual contradictory statements when premised on a movement from either point A to B or point B to point A.
This contradiction of expansion and contraction is synthesized when Point A and Point B are moving towards each other simultaneously, thus necessitating a replicated framework of Points A1 and B1. A converge of points (A,B) results in a divergence from points (A1, B1); hence point the points exist through an inherent spontaneous synthesis where there continual expansion/contraction and convergence/divergence results in space existing as a continual "order" which exists through a synthetic nature that effectively is spontaneous, with the spontaneous nature existing through an inherent "rationality" observed by the ratio-tic linear movements of the points.