Causal Propagation, Persistent Relational Structure and Emergent Dynamics: An Integrated Physical Bridge in the Ω₀/A2 Framework
- 1Independent Researcher, Melbourne, Australia
Abstract
We integrate causal propagation, persistent relational identity, adaptive recovery and cross-scale emergence within the Ω₀/A2 programme. Causal influence is defined interventionally before any speed is assigned, and is separated from pattern displacement and identity-preserving object propagation. Persistent Γ is promoted only through the non-compensatory admission gate of prediction, intervention, History, recovery and causal ancestry. Five framework laws characterize viability and recovery under changing constraints. We prove finite-cycle Dynamic Viability–Recovery Compatibility and, after explicitly fixing cross-scale lineage, History transport, Mapping and re-admission conditions, prove a finite-cycle Cross-Scale Self-Maintenance theorem: same-scale recovery failure need not imply lineage-preserving maintenance failure. We further prove a quotient criterion for co-generation of effective state, evolution law and coupling map. Physical identifications with c, ħ or Standard-Model entities remain open regression targets. The revision adds a Local-to-Global Causal-Speed Bound, a finite-speed existence criterion and a cross-scale propagation-bound transport theorem, while explicitly firewalling detector traversal and coarse scheduler timing from genuine causal propagation.
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BibTeX
@misc{wang2026causal,
title = {{Causal Propagation, Persistent Relational Structure and Emergent Dynamics: An Integrated Physical Bridge in the Ω₀/A2 Framework}},
author = {Yanghua Wang},
howpublished = {Zenodo},
year = {2026},
month = oct,
doi = {10.5281/zenodo.23472275},
url = {https://zenodo.org/records/23472275},
note = {CC BY 4.0},
}
RIS
TY - UNPB
TI - Causal Propagation, Persistent Relational Structure and Emergent Dynamics: An Integrated Physical Bridge in the Ω₀/A2 Framework
AU - Yanghua Wang
PY - 2026
DA - 2026/10/19
PB - Zenodo
DO - 10.5281/zenodo.23472275
UR - https://zenodo.org/records/23472275
AB - We integrate causal propagation, persistent relational identity, adaptive recovery and cross-scale emergence within the Ω₀/A2 programme. Causal influence is defined interventionally before any speed is assigned, and is separated from pattern displacement and identity-preserving object propagation. Persistent Γ is promoted only through the non-compensatory admission gate of prediction, intervention, History, recovery and causal ancestry. Five framework laws characterize viability and recovery under changing constraints. We prove finite-cycle Dynamic Viability–Recovery Compatibility and, after explicitly fixing cross-scale lineage, History transport, Mapping and re-admission conditions, prove a finite-cycle Cross-Scale Self-Maintenance theorem: same-scale recovery failure need not imply lineage-preserving maintenance failure. We further prove a quotient criterion for co-generation of effective state, evolution law and coupling map. Physical identifications with c, ħ or Standard-Model entities remain open regression targets. The revision adds a Local-to-Global Causal-Speed Bound, a finite-speed existence criterion and a cross-scale propagation-bound transport theorem, while explicitly firewalling detector traversal and coarse scheduler timing from genuine causal propagation.
ER -