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Yan Zhuang

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#diffusion models Open access Oct 2026

From ZTD Axioms to the Schr\"odinger Equation:\\ Downgrade Derivation of the Coupled Oscillator Model and Conditional Rigorous Proof of the Continuum Limit (First Version)

Within the framework of ZTD (Marker Ontology), this paper provides a downgradederivation of the Schrödinger equation from two ontological axioms. The paper consists oftwo parts.Part I (Physics): From the finitude axiom, we rigorously derive that the change ofprimitive states requires time, excluding zeroth-order dynami...

Yan Zhuang · 0 citations
#diffusion models Open access Sep 2026

The Ontology of Electric Charge: Finite Gradient Flux of the Spatial Deviation Field — With a Discussion on the Geometric Origin of Electron Charge, the Topological Root of Charge Quantization, Standing Waves in Potential Wells, and the Ultimate Energy Density of the Universe

AbstractThe Standard Model treats electric charge as an unaskable intrinsic quantumnumber of elementary particles. This paper argues that charge is not an intrinsicproperty of particles, but rather the finite gradient flux of the spatial deviation field.Starting from the ontological premise that space has a minimal pri...

Yan Zhuang · 0 citations

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