Define a multi-layer ontology for emergent agents using GF(3) invariants and gluing checks.
npx skills add https://github.com/plurigrid/asi --skill pre-agent-ontology
Please help me install this Agent Skill. Skill: pre-agent-ontology Source: https://github.com/plurigrid/asi/tree/main/skills/pre-agent-ontology Command: npx skills add https://github.com/plurigrid/asi --skill pre-agent-ontology
Foundational, multi-layer ontology for agent-o-rama, enabling derivations, gluing, and observational coherence across agents.
Review the Layer 0 primitives and Layer 2 gluing rules to classify a new agent's derivation.
High-intent search queries and answers about installing and using this skill.
A multi-layer ontology provides a formal framework for constructing emergent agents from foundational primitives through derivations, stalks, and sections across five hierarchical layers. This approach ensures deterministic, order-independent derivations with coherence verification at each layer.
GF(3) invariants enforce trit conservation across triadic structures within the ontology, acting as deterministic checks that preserve coherence during derivations. These arithmetic constraints ensure that agent emergence maintains structural integrity across the hierarchy.
Gluing verifies observational coherence when combining agent components across layers, while cohomology checks validate that derivations remain consistent and order-independent. Together they ensure seamless integration from Layer 0 primitives to emergent agents.
Deterministic seed-based derivations eliminate ambiguity by producing identical agents from the same seed across repeated runs, ensuring reproducibility and enabling systematic agent-o-rama experiments without non-deterministic artifacts.
Yes. By reviewing Layer 0 primitives and Layer 2 gluing rules, you can classify any existing agent's derivation path within the five-layer hierarchy and verify its coherence through GF(3) invariant and cohomology checks.
You need familiarity with formal ontology concepts, multi-layer hierarchies, and GF(3) arithmetic. Understanding derivation mechanics and cohomology verification enables effective application across agent-o-rama experimental frameworks.
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plurigridVerify local-to-global consistency of code and schemas using Čech cohomology.
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