0d Lines and Circles
Posted: Mon Oct 14, 2019 3:56 am
This post will be very unconventional and unorthodox relative to the fields of math and geometry....so save the ad hominums...I already know how absurd it is.
1. Line A is composed of 0 width.
___________________
2. Line B is composed of 0 width.
____________________
3. Line A and B are equal in length. Line A and B are put top of eachother to form Line C.
____________________A
_________C__________B
4. Lines A and B are of 0 width, and line C is of zero width. Line C however does not exist without lines A and lines B. Line C is 0d and has no direction or form. It is the inversion of Line A into another version of Line A as Line B. Its "form" is only observed by the multiplicity of lines, and as such it's a line through other lines.p, but effectively is formless.
Line C is of 0 width and 0 dimension yet exists as the observation of multiple lines and the dynamic manifestation of one line into many lines. Lines A and B are actual lines, while Line C is a potential line...thus a line nonetheless.
*****The same applies for 2d Circles where a 1 dimensional line is a 2d circle turned on its relative side.
1. Line A is composed of 0 width.
___________________
2. Line B is composed of 0 width.
____________________
3. Line A and B are equal in length. Line A and B are put top of eachother to form Line C.
____________________A
_________C__________B
4. Lines A and B are of 0 width, and line C is of zero width. Line C however does not exist without lines A and lines B. Line C is 0d and has no direction or form. It is the inversion of Line A into another version of Line A as Line B. Its "form" is only observed by the multiplicity of lines, and as such it's a line through other lines.p, but effectively is formless.
Line C is of 0 width and 0 dimension yet exists as the observation of multiple lines and the dynamic manifestation of one line into many lines. Lines A and B are actual lines, while Line C is a potential line...thus a line nonetheless.
*****The same applies for 2d Circles where a 1 dimensional line is a 2d circle turned on its relative side.