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January 23, 20260 citationsOpen Access

The .causal Format: Deterministic Inference for AI-Assisted Hypothesis Amplification

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DFDavid Tom Foss

Key Points

  • The primary aim is to develop a new data format that enhances the detection of hidden patterns in Long COVID hypotheses.
  • Developed the .causal format using MessagePack and zlib compression.
  • Performed transitive inference through keyword matching and semantic propagation.
  • Applied Jaro-Winkler fuzzy entity resolution for improved data matching.
  • Achieved 72% storage reduction in hypothesis data.
  • Amplified fact counts by 1.90x through new inference methods.
  • Detected over 21 triplets in .causal format, compared to only 3 in SQLite.

Abstract

Background: Papers I–IV of the Sovereign Discovery Series generated 22 novel Long COVID hypotheses from5,084 extracted causal triplets across 376 papers. However, traditional relational database storage (SQLite) limitsdiscovery to explicitly extracted facts, missing convergence patterns hidden below the detection threshold. Innovation: We present the .causal binary format—a MessagePack + zlib compressed knowledge graph withembedded deterministic inference rules. The format achieves 72% storage reduction while amplifying fact counts by1.90x through three-pass transitive inference: exact keyword matching, semantic direction propagation, and Jaro-Winkler fuzzy entity resolution. Key Finding: Weak signals invisible in SQLite (3 triplets) become detectable convergence points in .causal (21+triplets). This amplification revealed three new hypothesis candidates—Vagus Nerve Convergence (7.0x), POTS/Autonomic Axis (7.7x), and Autonomic-Cardiovascular Link (30x)—that were previously below the pattern recognitionthreshold. Significance: The .causal format does not replace AI-assisted hypothesis generation—it enhances it. By pre-computing transitive chains deterministically (zero hallucination risk), the format provides Claude with amplifiedsignal patterns, enabling discovery of convergence hubs that would otherwise remain hidden in noise.

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Cite This Study

David Tom Foss (2026) studied this question.

synapsesocial.com/papers/69731089c8125b09b0d203ddhttps://doi.org/10.5281/zenodo.18326222
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