Section 6: Diagram Interpretations (Text Only)
By Brian Miller
This section provides textual interpretations of the core diagrams used throughout the SEI framework. Each visual represents a specific aspect of SEI's triadic dynamics and their expression in physical, cognitive, and symbolic systems. While the diagrams themselves are not included here, their structure is conveyed in words for accessibility and clarity.
Three nodes form a triangle: polarity A on the left, polarity B on the right, and the dynamic mediator X at the base. The upward point of the triangle represents the emergent consequence C. This structure recurs throughout all SEI diagrams.
The interaction field X is shown as a gradient or continuum flowing between A and B. The curvature of this field forms the structural basis for spacetime geometry and system emergence. Divergence and flux lines are labeled to show how structural change is calculated.
The wavefunction \( \psi \) is positioned as a resultant structure at the vertex of a triangle whose base is the polarity pair (A, B). The transformation field X modulates this relationship, showing the origin of probabilistic emergence in a dynamic field.
The SEI curvature equation appears with a topological diagram showing how structured tension in the interaction field X manifests as curvature in the surrounding geometry. This illustrates how gravitational effects can arise from SEI dynamics.
Two distant nodes, A and B, are shown connected through a shared X field. The coherence of the wavefunction \( \psi_{AB} \) is visually derived from their mutual participation in X, rather than any classical path or signal between them.
A hierarchy of triangles is shown, each new triangle forming from the C point of the one below it. This cascade illustrates how SEI structures can recursively build higher-order phenomena: from atoms to minds, from space to meaning.
These interpretations are central to understanding the visual logic of SEI theory, ensuring that each diagram functions not as an illustration but as an integral expression of the model’s internal logic.