/sci/ - Science & Math

>>15202503
I wonder that hyperdimensional geometries project the human shape down into 3d.

He is my philosophic quam with 3D+1T > can we really enforce orthogonality with each of the unit vectors with t by making them anticommute? Namely this is okay,[math]e_1e_2 = -e_2e_1[/math] as they are both spatial and we can move in negative or positive [math]e_1[/math] , but can we really say [math]e_1t = -te_1[/math]? negative t only makes sense philosophically, we project the existence of time-like vectors simply by the virtue of memory, not by the physical ability to go back in time.

This schizo makes it quite salient in his occulted gigatomb in the introduction https://archive.org/details/ThreePapersOnQuaternions2006-2007/page/n3/mode/1up?view=theater&q=book

>Time cannot become spacelike, contrary to some interpretations of Einstein's relativity, since that would imply that the non- orientable measures could become orientable measures, by a mere continuous transformation, and then acquire all the additional special properties of an orientable measure, such as admitting handedness and permitting rotations.
We must modify the concept of "vector," therefore, to recognize these "three" properties, of magnitude, direction, and orientability.

pic related video section https://youtu.be/e7aIVSVc8cI?t=1230