Evidence Item - v0.6
Modal robustness of mathematical networks
E-ABSTRACT-MODAL-NET
Evidence Item - v0.6
E-ABSTRACT-MODAL-NET
Visual overview: Abstract modal mathematical networks visual overview

Datum: mathematical networks often remain stable across different possible axiomatic settings.
| Hypothesis | log10BF | Min | Max | Rationale |
|---|---|---|---|---|
H-DEISM | 0 | -0.15 | 0.15 | Modal robustness of mathematical networks does not clearly separate Deism from nearby theistic or non-theistic readings. It stays neutral because the clue is broad, and it proves neither Deism nor its rivals. |
H-GOD | 0.05 | -0.09999999999999999 | 0.2 | Modal robustness of mathematical networks nudges God upward because it fits a reality with deep order, intelligibility, or purpose. The effect is limited because rival explanations remain possible, and this row does not prove God by itself. |
H-GOD-OT | 0 | -0.15 | 0.15 | Modal robustness of mathematical networks does not clearly pick out the God-OT frame from broader theism. It stays neutral because the row lacks enough biblical or covenant detail to prove that view. |
H-IDEALISM | 0 | -0.15 | 0.15 | Modal robustness of mathematical networks does not clearly separate Idealism from other accounts of order and structure. It stays neutral because the clue can be read without settling what is most basic in reality. |
The Signal Evidence Dataset, "Modal robustness of mathematical networks," Evidence ID: E-ABSTRACT-MODAL-NET, Version 0.6. Accessed [access date]. https://logos-signal.org/evidence/E-ABSTRACT-MODAL-NET/
This page is generated from the public evidence mirror without recalculating or changing scores.