Semantic Fusion: Verifiable Alignment in Decentralized Multi-Agent Systems

Semantic Fusion: Verifiable Alignment in Decentralized Multi-Agent Systems
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We present Semantic Fusion (SF), a formal framework for decentralized semantic coordination in multi-agent systems. SF allows agents to operate over scoped views of shared memory, propose structured updates, and maintain global coherence through local ontology-based validation and refresh without centralized control or explicit message passing. The central theoretical result is a bisimulation theorem showing that each agent’s local execution is behaviorally equivalent to its projection of the global semantics, in both deterministic and probabilistic settings. This enables safety, liveness, and temporal properties to be verified locally and soundly lifted to the full system. SF supports agents whose update proposals vary across invocations, including those generated by learned or heuristic components, provided updates pass semantic validation before integration. We establish deterministic and probabilistic guarantees ensuring semantic alignment under asynchronous or degraded communication. To validate the model operationally, we implement a lightweight reference architecture that instantiates its core mechanisms. A 250-agent simulation evaluates these properties across over 11,000 validated updates, demonstrating convergence under probabilistic refresh, bounded communication, and resilience to agent failure. Together, these results show that Semantic Fusion can provide a formal and scalable basis for verifiable autonomy in decentralized systems.


💡 Research Summary

Semantic Fusion (SF) introduces a rigorously defined framework for decentralized coordination among heterogeneous agents that must operate without a central controller or globally shared state. The authors begin by establishing a global ontology O that encodes the full set of concepts, relationships, and constraints governing the domain. Each agent a receives an ontology slice Oₐ ⊆ O, which delineates the subset of the global knowledge it is permitted to read or write. The shared semantic memory M(t) at any time t is a set of ontology‑compliant statements; agents only observe the projection π_{Oₐ}(M(t)) relevant to their slice, forming a local semantic slice Sₐ(t) = (Oₐ, Mₐ(t)). Because agents may refresh their local view asynchronously, Mₐ(t) can lag behind the global projection, enabling operation under partial observability and network delays.

Agents generate structured update proposals Pₐ, modeled as partial functions from their current slice to a set of changes ΔSₐ. Crucially, every proposal must pass an ontology‑based validation predicate O ⊨ Pₐ before it can be incorporated into M(t). This validation step enforces type safety, relational constraints, and any domain‑specific invariants, effectively acting as a semantic gatekeeper that filters out inconsistent or unsafe contributions, regardless of whether the underlying decision process is symbolic, learned, or generative.

Two execution semantics are defined. In the deterministic setting, all agents share the same validation function V, accept any validated update immediately, and broadcast a scoped refresh notification τ(ΔSₐ) to any agent whose slice intersects the modified entities E. In the probabilistic extension, validators may be imperfect or stale, and agents may occasionally reject a globally valid update, performing a “stutter” step that leaves their local memory unchanged. Theorems 5.24 and 5.25 prove that such disagreements are transient with high probability, preserving eventual convergence.

The central theoretical contribution is a bisimulation theorem establishing behavioral equivalence between each agent’s local transition system and the projection of the global semantics onto its slice. This result permits safety, liveness, and temporal‑logic properties verified locally to be soundly lifted to the entire system. Additional theorems guarantee deterministic semantic coherence (Thm 5.2), causal isolation (Thm 5.7), almost‑sure slice convergence (Thm 5.28), and probabilistic coherence (Thm 5.21). Communication complexity is shown to be Θ(d), where d measures the degree of slice overlap, meaning that the protocol scales sub‑linearly with the number of agents.

Empirical validation uses a lightweight reference architecture implementing the core SF constructs: slice managers, local validators, and selective refresh handlers. In a 250‑agent search‑and‑rescue simulation, over 11 000 validated updates were processed under realistic network conditions (latency, packet loss, and agent failures). The system demonstrated rapid convergence of local memories (average divergence ≤ 3 steps), near‑zero ontology violations, and a safety‑rule breach rate below 0.02 %. Probabilistic refresh proved effective in maintaining coherence while limiting message traffic.

Compared with related approaches—CRDTs, SHIMI, DAMCS, knowledge‑based programs, and recent LLM‑oriented orchestration frameworks—SF uniquely combines ontology‑scoped validation with slice‑local reasoning and formal bisimulation guarantees. It thus offers a scalable, verifiable foundation for autonomous agents that may incorporate learned components yet still operate within provably safe, coherent, and eventually consistent multi‑agent ecosystems.


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