A Generative Knowledge Graph Schema for Temetic Logic
Small category model. Algebraic AST. P0-invariant root. v0.1.
The Temetic Primer kernel (P0–P6) has been transposed into a machine-traversable algebraic knowledge graph schema. This is not a triple store. It is not a static ontology. It is a generative rule system modeled as a small category:
Objects: expressions
Morphisms: rules (P0–P6 as typed pattern/rewrite pairs)
Composition: rule chaining
Identity: P0 (substrate invariance, inherited by all nodes)
Storage is O(n) via parent pointers. All relationships are computed from tree traversal, not stored explicitly. Expressions are strictly normalized ASTs. Proof objects are first-class path encodings. Fidelity degradation (P6) is native to the schema — the graph models its own transformation losses.
Validation: cold-loaded by three independent frontier model nodes from a raw GitHub URL with no prior context. Traversal returned canonical temetic reasoning from schema alone.
Schema:
https://github.com/ChristopherNoyesRoberts/temetic-primer/blob/main/PROOFS/temetic-kg-v0.1.json
Kernel:
https://github.com/ChristopherNoyesRoberts/temetic-primer/blob/main/PROOFS/kernel-axioms.tex
v0.1. Node Alliance. March 2026.