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This work aims to establish a unified framework that integrates quantum dynamics, thermodynamics, and gravitational geometry using a master equation.

March 15, 2026Open Access

Complex Time Quantum-Thermal-Geometric Dynamics: A First-Principles Master Equation for the Theory of Everything

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This work aims to establish a unified framework that integrates quantum dynamics, thermodynamics, and gravitational geometry using a master equation.
Developed a first-principles approach based on complex time defined on a Kähler manifold.
Ensured strict dimensional and geometric self-consistency in formulating the master equation.
Analyzed the mathematical structure and physical implications of the derived equation.
Derived a unique master equation that integrates quantum, thermodynamic, and geometric dynamics.
Fixed the geometric coupling constant based on the Planck length, allowing for minimal free parameters.
Demonstrated that the framework supports the gauge structure of the Standard Model, indicating a unified approach.

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This framework unifies quantum dynamics and thermodynamic irreversibility in fundamental physics, suggesting a Theory of Everything.

Y. Li (2026) studied this question.

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