![]() This is the end of the semi-abstracts, with the simplest concrete concepts existing here like geometry. For example, numbers, sets, functions, etc. ![]() These are always assumed to be true, and cannot be decomposed into smaller truths.īasic abstract things with no representation as an object or concrete thing. The absolute axioms making up the definitions of everything abstract. ![]() This means that H(<0) hyperdimensional dimensions can be subtracted from an object to give it a negative dimensionality.īack into the wacky realm of non-abstracts, there are now sub-truths and a bunch of extremely tiny objects that defy reality and logic extensively, yet still somehow make up basic concepts like truth and axioms. The cardinality of negative hyperdimensions will be excluded from an object's dimensionality, since objects normally contain many negative hyperdimensions and therefore it would be useless to include them.Laws are derived from the position in the current hyperdimension.A higher, independent set of dimensions controlling or above/beyond the "laws" of H(j) for jH(i) is the notation for hyperdimensionality, it takes integers/ordinals as input. The cardinality of dimensions within a hyperdimension is expressed as H ), with rare use otherwise. Each set is almost unbound, with the only boundary being the definition of a hyperdimension. Space, Time, Omnionion, or something else (varies depending on Hyperdimension) Hyperdimensions are sets of dimensions beyond the traditional "spatial and temporal" dimensions.
0 Comments
Leave a Reply. |
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |