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Directions for formal research emerging from the perimeter view — the non-anthropocentric reading of reality through the seed. Each direction identifies a specific area, its connection to existing literature, and what the Splectrum reading contributes.
The order-of-magnitude compression in evolutionary transition intervals needs rigorous treatment. The approximate data points require mapping to best-established dating in the relevant literature. Key questions: what specifically constitutes the threshold at each point, whether the compression is genuinely consistent, and whether it represents evidence for P1 or is merely consistent with it.
Connects to: Kurzweil’s Law of Accelerating Returns (stripped of teleological framing), West’s scaling laws in biology and cities.
Splectrum contribution: Conventional treatments read the curve as progress toward a singularity. The Splectrum reading: the curve conforms to what the relational does. The compression is a property of interaction density, not a march toward a destination.
The claim that full power lives at the base language, with everything above being expression, observed across engineering practice. Directions: the Turing completeness argument as formal baseline (understates the observation — the claim extends to structural equivalence, not just computational), case studies from the eighteen projects, connection to category theory (P0 and P1 as generative base), and connection to mycelium’s three substrate operations carrying the full power.
Splectrum contribution: Conventional understanding of abstraction layers: they add capability. The Splectrum reading inverts this: they add expression. The power is constant. Practical consequence: design effort belongs at the base, not at the layers above.
The argument that apparent discontinuities conform to thresholds, developed as standalone research:
Splectrum contribution: Transitions usually studied in isolation. The Splectrum reading connects them as instances of one pattern. Testable: if the pattern holds, specific structural properties should be shared across transitions.
The claim that time conforms to a unit of interaction rather than an external measure, developed against existing work:
Splectrum contribution: Existing approaches each treat time from within their domain. The Splectrum reading crosses domains: experiential time of a subject (P2), shared time of convergence (P3), relational time of interaction density (P1). These may conform to the same thing in different languages.
The relational meets resistance in every domain where it is proposed. This conforms to a researchable phenomenon:
Splectrum contribution: The pattern of resistance may be as informative as the pattern of convergence. If the same resistance appears independently across domains, that speaks to the structure being resisted, not just to the domains doing the resisting.
The category theory encounter identified a potential economy: P0 and P1 as generative base, P2–P5 as properties. Connections to the perimeter view:
Splectrum contribution: Category theory provides formal language for claims the seed makes philosophically. The direction: make specific connections precise enough to be testable — not to prove the seed with mathematics, but to let the two languages illuminate each other.
The fuller intellectual lineage:
None had the full picture. Each had a piece. The convergence of their insights shows the same structural claim emerging repeatedly across centuries and domains.
Splectrum contribution: The lineage itself demonstrates P5. The same insight, expressed with growing complexity, across more languages. Not new power — new expression.
© 2026 In Wonder - The World of Splectrum, Jules ten Bos. The conversation lives at In Wonder - The Conversation.