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August 6, 20260 citationsOpen Access

A Status-Relational Entropy (SRE) Approach to Planetary Scale Carbon Sequestration and Electrochemistry Dynamics: A Theoretical Topological Hypothesis

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YLYue Lu

Key Points

  • This paper aims to propose a theoretical framework for understanding carbon sequestration and global warming through status-relational entropy dynamics.
  • Introduced a qualitative probabilistic formulation for topological logic configurations.
  • Conducted a micro-scale electrochemical case study using transition-metal surfaces and VASP data.
  • Developed a 3-stage closed-loop SRE pipeline for high-throughput screening of catalysts.
  • The framework presents a non-monotonic response curve with a mathematical extreme point under sparse sampling conditions.
  • Identified carbon reduction catalyst descriptors aiding in the acceleration of screening processes.
  • Proposed theoretical extensions related to global warming awaiting long-term verification.

Abstract

This paper presents a rigorous qualitative probabilistic formulation for the topological logic configuration and emergent geometry of composite structures within the conceptual framework of Status-Relational Entropy (SRE) Dynamics. Stripping away all absolute time, space, and energy priors, this alternative paradigm reformulates spacetime as a macroscopic geometric manifestation of status-relational entropy and phase coherence between disparate causal chains. This theoretical hypothesis elucidates a novel topological explanation for global warming, defining it as planetary-scale computational overload and condition number divergence. To test the computability and application potential of this discrete causal paradigm, we introduce a micro-scale electrochemical case study. Utilizing open-source VASP data packets of transition-metal surfaces (, , and ), the SRE 3-stage closed-loop pipeline generates an alternative topological descriptor capable of accelerating the high-throughput screening of copper-based carbon reduction catalysts. The numerical results indicate a non-monotonic response curve, identifying a specific mathematical extreme point near under current sparse sampling constraints. While the astronomical scale deductions serve as top-layer theoretical extensions awaiting long-term verification, this honest phenomenological model establishes a computable baseline for future cross-scale topological isomorphic conjectures.

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Cite This Study

Yue Lu (2026) studied this question.

synapsesocial.com/papers/6a743773764cddc9499d4bffhttps://doi.org/10.5281/zenodo.21784308
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