Dimensional (de)Compression : The Art of Black Hole Navigation

Total System Inversion requires a dynamic compression, of the Complete System, into and through one node: the pivot point of Inversion. This requires more than a simple system function compaction: it requires a co-ordinates series of steps of dimensional reductions, by which the number of system singularities is made to consense, condense and compress. As a result – functionally - fewer system singularities are perceived, yet their functionality is retained. This is a requirement for a physical system to recurse back into a chemical process, to revert into an electromagnetic transformation to remerge into the phase state out of which it was formed. Cosmogenesis (Genesis and cosmology) describes this same pathway in the opposite sense. Dimensional Compression is an information intensification procedure: phase information is redistributed in such a way that local processes, and their more general manifestations, can align; the information can than be store in the one form rather than the other. This is based on the inclusion of the information of embedding of the system in its context. This kind of realisation is possible only when the relationship between the part and the whole is seen. A suitable metaphor for this is the relationship between a wave and a group wave. What we needs is a formulation that describes the equivalence between the two; (cf. the particle-wave duality). Only then is it possible to know the relationship between the part and the whole, but also between Physics and Phasics (or matter and information). Their relationship is evident in all living beings; their being is based on the principle of dynamic dimensional/data (de)compression, addressed in this paper.