Hyper space

Hyper Space



This is an old Pre Astro term from Earth describing the spatial condition existing between the Universe spheres of the Mega-Verse (Omniverse). While every space faring civilization has their own term, it is the term Hyperspace that found its way into Standard Lingu.

It is not the same as Quasi Space (a “thin” layer or film between Standard and Hyper Space [1])

While Transspatial physics and math of Union Science begin to understand more about what Hyperspace actually is and developed math to describe conditions unobservable by any creature of Standard space:



 This inner product is similar to the usual Euclidean  inner product, but is used to describe a different geometry; the geometry is usually associated with relativity. Let  M  be a 4-dimensional real vector space. The Minkowski inner product is a map η:  M  ×  M  →  R  (i.e. given any two vectors  v ,  w  in  M  we define η( v, w ) as a real number) which satisfies properties (1), (2), and (3) listed here, as well as property (4) given below:
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1. bilinear η(au+v, w) = aη(u,w) + η(v,w)
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for all a ∈ R and u, v, w in M. 2 symmetric η(v,w) = η(w,v)
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for all v, w ∈ M. 3. nondegenerate if η(v,w) = 0 for all w ∈ M then v = 0. 
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Hyperspace is the spatial conditon through which Hyper Jumps are accomplished and through which so called Einstein Rosen Bridges or Wormholes form tunnels so regular space can be circumvented.



[1] Thin is a relative term as the traditional spacial definiton of x y and z do not apply in Quasi Space.