What question did this study set out to answer?

To provide a foundational ontological basis that connects the Standard Model's free parameters to fiber bundle geometry.

July 14, 2026Open Access

Coefficients of Projection: An Item-by-Item Reduction Proof of the Standard Model 19 Parameters to T64 Fiber Bundle Connection Coefficients

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To provide a foundational ontological basis that connects the Standard Model's free parameters to fiber bundle geometry.
Established a mapping between 19 free parameters of the Standard Model and T64 fiber bundle connection components.
Utilized four Yuanxian axioms to frame the proof and analysis of the parameters.
Proved the relationship from an ontological perspective, linking high-dimensional structures to four-dimensional observations.
Established that Standard Model parameters are projections of geometric quantities from high-dimensional spaces.
Showed these parameters lack adjustable degrees of freedom, embedded in the rigid topology of T64.
Eliminated parameter entropy, transforming the framework of particle physics to a deductive, zero-parameter system.

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Implication

The paper demonstrates a bidirectional mapping between the Standard Model parameters and fiber bundle connections, suggesting a topological basis for physics.

Cite This Study

Zhenyuan Acharya (2026) studied this question.

synapsesocial.com/papers/6a55d1475aafca87247f8573 https://doi.org/10.5281/zenodo.21318925

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Implication

The paper demonstrates a bidirectional mapping between the Standard Model parameters and fiber bundle connections, suggesting a topological basis for physics.

Coefficients of Projection: An Item-by-Item Reduction Proof of the Standard Model 19 Parameters to T64 Fiber Bundle Connection Coefficients

Key Points

Discussion

Implication

Cite This Study

Coefficients of Projection: An Item-by-Item Reduction Proof of the Standard Model 19 Parameters to T64 Fiber Bundle Connection Coefficients

Key Points

Discussion

Implication

Cite This Study

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