The Manassero Creation Framework (MCF) Deterministic Internal-State Modeling of Recovery, Regeneration, and Creation Processes in Coupled Creation–Degradation Systems
The Manassero Creation Framework (MCF) Deterministic Internal-State Modeling of Recovery, Regeneration, and Creation Processes in Coupled Creation–Degradation Systems
This article provides a complete deterministic mathematical formalization of the Manassero Creation Framework (MCF). The framework models recovery, regeneration, and creation as internal state variables evolving under physically driven fluxes. MCF complements the Manassero Internal Degradation Framework (MIDF) and allows the modeling of systems where degradation, repair, recharge, or regeneration are dynamically coupled. The paper introduces state equations, closed-form solutions, stability conditions, and illustrative examples across multiple domains. No probabilistic variables or statistical fitting are used. The work is intended as a foundational reference for creation–degradation modeling, digital twins, and regenerative system analysis. LICENSE Creative Commons Attribution–NonCommercial–NoDerivatives 4.0 International (CC BY-NC-ND 4.0) © 2026 Sebastián Héctor Manassero sebastianhectormanassero@gmail.com Manassero, S. H. (2026). State-Space Mathematical Formalization of Deterministic Creation–Degradation Systems A Compact Internal-State Theory for MIDF–MCF Dynamics Without Probabilistic Assumptions. Zenodo. https://doi.org/10.5281/zenodo.18474725
MIDF, MCF, Manassero Creation Framework MCF Manassero law Creation–degradation systems Deterministic regeneration Internal state dynamics Recovery modeling Self-healing systems Recharge dynamics Lifecycle extension Predictive maintenance Digital twins Non-probabilistic reliability Coupled systems
MIDF, MCF, Manassero Creation Framework MCF Manassero law Creation–degradation systems Deterministic regeneration Internal state dynamics Recovery modeling Self-healing systems Recharge dynamics Lifecycle extension Predictive maintenance Digital twins Non-probabilistic reliability Coupled systems
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