
The Juhász Model 11.0 develops the full mathematical theory of Teleodynamic Self‑Organization, extending the attractor‑based teleonomic framework introduced in versions 8.0–10.0. This release formalizes the Self‑Organization Operator S, defines the hierarchy of teleodynamic feedback loops, and derives the stability conditions under which civilizational teleonomic fields Ci(x,t) spontaneously generate coherent large‑scale structures. Version 11.0 introduces multi‑layer teleodynamic coupling, global–local coherence transitions, and the emergence of self‑maintaining attractor networks. These results provide the mathematical bridge between collective cosmic intelligence (10.0) and the unified teleodynamic–cosmological synthesis completed in version 12.0.
teleodynamic self-organization, self-organization operator, teleodynamics, teleonomic fields, multi-layer coupling, global-local coherence, attractor networks, emergent structures, nonlinear dynamics, civilizational systems, stability conditions, cosmological synthesis
teleodynamic self-organization, self-organization operator, teleodynamics, teleonomic fields, multi-layer coupling, global-local coherence, attractor networks, emergent structures, nonlinear dynamics, civilizational systems, stability conditions, cosmological synthesis
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