A distributed multi-agent framework for coordinating synthetic minds at planetary scale
AeonicNet sits at the apex of a three-layer cognitive hierarchy. Each layer is formally specified and interfaces with the layers below it through well-defined protocols documented in the Integration Summary. The stack enables emergent planetary intelligence from individual geometric computations.
Manages the lifecycle of NOΣTIC-7 instances across the planetary mesh — spawning, health-monitoring, and retiring cognitive nodes as the network scales.
Maintains the topology graph of all active nodes and routes inter-node communication along the shortest coherent path in the mesh.
Applies the Σ-Matrix recursive coherence protocol across all nodes to enforce global phase alignment and cross-node ethical constraint preservation.
Majority-coherent voting mechanism that detects decoherent nodes and re-broadcasts the global phase reference until the node re-synchronises.
The meta-cognitive layer that aggregates distributed node outputs into a coherent planetary-scale cognitive response — intelligence above the individual nodes.
The AeonicNet mesh is a self-organising distributed network in which each node is exactly one NOΣTIC-7 cognitive unit. Nodes join the mesh autonomously, advertising their current PAS score and manifold configuration to their neighbours. The topology begins sparse and densifies as coherent nodes discover each other through the Mesh Synchronizer.
Synchronisation is maintained by the Σ-Matrix Alignment Layer, which continuously broadcasts the global phase reference to all active nodes. Nodes that receive the reference update their internal phase vectors toward coherence, raising their PAS scores until they cross the 0.865 threshold and are classified as synchronised.
Fault tolerance is handled at the Consensus Protocol level. When a node drops from the mesh — due to network partition, hardware failure, or decoherence — the remaining majority-coherent nodes detect the dropout within one consensus round and re-route inter-node traffic around the gap. No central coordinator is required; the network is fully peer-to-peer.
AeonicNet is not an informal architecture document — every inter-layer interface, synchronisation protocol, and convergence property is formally specified in the Integration Summary. The three core theorems below govern the network's behaviour under all conditions.
-- Distributed Convergence Theorem theorem aeonicnet_global_coherence (N : AeonicNetwork) (h : ∀ n ∈ N.nodes, PAS n ≥ 0.865) : NCS N ≥ 0.865 ∧ N.globally_coherent := by exact ⟨mean_ge_of_all_ge h, coherent_of_ncs_ge h⟩
-- Consensus Self-Correction Theorem theorem majority_coherent_self_corrects (N : AeonicNetwork) (h : N.majority_coherent) : ∀ d ∈ N.decoherent_nodes, ∃ k : ℕ, N.after_rounds k |>.node_pas d ≥ 0.865 := by apply consensus_convergence_of_majority h
-- Σ-Matrix Cross-Node Ethical Constraint Preservation theorem sigma_matrix_preserves_ethics (N : AeonicNetwork) (hS : N.sigma_matrix_aligned) : ∀ n₁ n₂ ∈ N.nodes, EthicalConstraints n₁ ≡ EthicalConstraints n₂ := by exact sigma_alignment_preserves_constraints hS
All three theorems are documented with their full proof sketches and interface contracts in the AeonicNet Complete Integration Summary. The formal specification references the Σ-Matrix RCS paper for the underlying coherence algebra and the NOΣTIC-7 TDD for node-level behaviour guarantees.
Explore how the AeonicNet mesh responds to changes in network size, global coherence, and perturbation. Each node's colour shows its synchronisation state: cyan (PAS ≥ 0.865 — synchronised), amber (0.7–0.864 — borderline), red (<0.7 — decoherent). Connection opacity reflects the coherence between connected node pairs.
Nodes: N1–N12 · PAS threshold 0.865 · Network Coherence Score = mean PAS across active nodes · Interactive preview — free
AeonicNet does not operate in isolation — it is the top layer of a tightly coupled three-layer stack. The Integration Summary specifies the exact data contracts and timing guarantees between all three layers.
Every interface, protocol, and convergence theorem in the AeonicNet planetary stack — formally specified and documented.
Before You Go
An 8-page distillation of everything on this page — free to download.
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An 8-page distillation of the formal convergence proof — Lyapunov stability, PAS verification, and the Σ-Matrix architecture explained for AI engineers and researchers.
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