Computational extension formalizes telos inference mechanisms, preserving core axioms and requiring empirical validation.
This computational extension supplements the core axiodynamics framework v5.7 (DOI: 10.5281/zenodo.17853441) by formalizing telos inference mechanisms without altering the axiomatic hard core (Axioms 1-9). ## Key contributions - Telos inference algorithm: θ*_T via directional optimization of telotopic negentropy N_tel(θ)- Mnemonic inertia coefficient λ(t) with temporal persistence and guard conditions- Social reinforcement decomposition: R_social = R_zCia1 + R_sync + R_belong - Rayleigh test for proto-telos detection (p ≤ 0.05 threshold)- Non-existence condition: explicit falsifiable negative predictions ## Epistemic status This extension operates at the protective-belt level (Lakatos, 1978) and preserves the hard core unchanged. It provides a computational specification requiring empirical calibration via pre-registered protocols (OSF: https://osf.io/kjpmz). ## Citation guidelines - For theoretical foundation: cite v5.7 (DOI: 10.5281/zenodo.17853441)- For implementation/calibration: cite v5.8 (this deposit) ## Current status Computational specification — empirical validation pending (Level 0-2 protocols pre-registered on OSF).
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Alan Kleden (2026) studied this question.
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