A Very Short and Simple Mathematical Test Model of Reality and our Universe
Please read “A very short and simple mathematical test model of reality and our universe” by Hans van eunen; https://doc.co/bt6D4r
This is a part of https://docs.com/hans-van-leunen
The base-model exists of a quaternionic separable Hilbert space and its unique non-separable companion Hilbert space.
A subspace that represents the current static status quo acts as a vane that scans over this model as a function of progression.
The base model represents a repository in which the model stores all its dynamic geometric data, irrespective of the value of their timestamp.
Observers travel with the vane and get their information from the past. The continuum that embeds these observers transmits this information via vibrations or deformations.
The model offers two views. The first view os the creator’s view (also called the storage view). It presents data in Euclidean (quaternionic) format. The second view is the observer’s view. it presents data in spacetime format that features a Minkowski signature.