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Sunday, September 18, 2016

Building an algorithm-the exclusion prinicple and attraction

So how does this process occur.  It is made up of draft concepts, so here's one of those draft concepts which, if it fits into the model, gets to stay.
The comparison of the new solution of AuT with the prior ideas that fell by the wayside (e.g. algorithms replacing a specific amount of unchanging information as suggested by einstein) shows how theories are built.  Nothing too rediculous unless it doesn't work, like pre-AuT quantum mechanics.
So here's an undeveloped concept,
The 0-1-1 combination suggests both an overlap and a repulsion within the fixed system.  At the 0 point, there is nothing to conflict with so that another state can join with it but as soon as the change in state occurs it is repulsed.  There is an exception which occurs when one has space followed by the other, shared state, having space as its next state.  0-1-1-0 paired with 1-0-1-1.
This is one way to find an exception allowing for shared states.
The significance is that this provides a methodology for going from 1,1,0 to 11,11,22.  The 11 comes from the two 1 states together, the 22 is where the 11 states come together.  Subsequent compression can come from the attraction between positive and negative time states.
This type of combination would not be reversible without a separation of the joined states, but it would allow there would be no empty space so no 0 for the higher states because the 0 would be filled.
This is the type of matrix analysis that needs to be made in order to get a dimensional result from information which does not otherwise have dimensional elements and which would provide a mechanism for stacking time states.
The right mechanism will automatically provide for stacking and if it is accurate it would include a mechanism for exponential growth at the ct4 ct5 level and provide a methodology for ariving at concentration states where comrpessions would occur spontaneously.
When this is addressed later, well it will be addressed later, but I have a ghost oriented post I need to make for Halloween.



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