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The Wordsmith's Forge
The Writing & Other Projects of Elizabeth Barrette
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Cube-Connected Cycles
 I'm fairly sure this "cube-connected cycles" concept could be useful in Schrodinger's Heroes, but I'm not sure how.

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From: siliconshaman Date: December 14th, 2012 07:47 pm (UTC) (Link)
Think in terms of mapping the Tef, and the connections between worlds through it. On paper.

Could be important if they need to retrieve someone lost.
siege From: siege Date: December 14th, 2012 07:54 pm (UTC) (Link)
Cube-connected cycles represent the shortest loop an "informaton" can travel through a null-distance region. Basically, a pulse of energy passing across Planck-length distances in order to trigger signals would be moving along a given set of cycles to get to its destination; the hypercube is just the prism between the origin and any receivers.

Also, it's a good way to describe the faces of certain cubic-oriented crystals.

Edited at 2012-12-14 07:56 pm (UTC)
siege From: siege Date: December 14th, 2012 08:08 pm (UTC) (Link)
Another possibility is that cube-connected cycles of n values between about 5 and 31 make a good framework upon which to build memristor-based artificial intelligences, after casting those structures into the relevant number of dimensions (3-4 in the case of physical structures); just add room for random connections during growth and training, and occasionally an outer layer of relatively uniform but fuzzily-random length nodes. Institute moderate neural pruning at regular intervals, and train with sufficient data or experience, et voila!
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