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Stored Purpose - Construction - Purpose Hypergraph

Stored Purpose - a new approach to computing leveraging the current capability of information science

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Citation

Warren Jones, Lana Rubalsky (2010) "Stored Purpose - Construction - Purpose Hypergraph", wJones Research, October 8, 2010
We formalized the combination of Platonic Forms and Contextual Fabric as a new information format we called the Purpose Hypergraph.

Revisiting Ema, there was the challenge of building the fastest part of the machine in a theoretical Construction timespace in which no part of it could be subject to the physics of our universe. It seemed an impossible problem until we realized that if Construction could be made from pure information, with no physical components to bind it to our universe, and composed in advance of use to meet the required boundary state conditions, we would be able to “construct” Construction in our timespace.

Figure - Construction Timespace Map<br />The combination of Platonic Form and Contextual Fabric made it possible to define all attributes of computation across all time and context.  It also made it possible to construct knowledge in a brief format.

Figure - Construction Timespace Map
The combination of Platonic Form and Contextual Fabric made it possible to define all attributes of computation across all time and context. It also made it possible to construct knowledge in a brief format.
We realized the Purpose hypergraph was our answer. It combined Platonic Forms and context to store the essence of Purpose for all places and time and efficiently defined all facets of an n dimensional computer brain.

It made it possible to begin constructing the Identity of an, as of yet, undefined existential entity that would “run” within the metacomputer. There were still more challenges ahead including composing the complex Forms needed to define Identities, specifically the natures and meaning of safe, sustainable intelligent entities. Also there was the outstanding question of how to translate information between the two timespaces.

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