The fluidity of object and reference in networks can be expressed as a transformation rule that is unique to this (and similar) dialects, **Structure Sharing**.
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Bricken, Iconic Arithmetic Volume I, p. 319.
Sometimes we make up new words for lived experiences that have no name – and so it is here.
A transmutational experience is one where something deep inside of us changes based on an experience that we have had, an internal experience that precedes the manifestations of an external transformation.
Transformations back and forth from 2D to 3D and 4D (dynamics); from black and white to color and back, from linear to circular or networks, from linar to Bayesian, etc. etc. can provide dramatic insights--the comparison and interaction in one's mind among the view points and projections.
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[…] For these sensual dialects, the transformation rules standing alone are not motivating. The purpose of Transformation is to calculate, demonstrate and derive. We’ll show the James postsymbolic forms in action for one member of each class of dialects:
- enclosure (bounding box) - relation (network) - path (path)
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Bricken, Iconic Arithmetic Volume I, p. 329.