43 Mathematical Applications of Multi-Origin High-Dimensional Geometry

Bosley Zhang
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2026/04/16
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1 mins read


Multi-Origin High-Dimensional Geometry and Fiber Bundle Theory


Fusion Application


Multi-Origin High-Dimensional Geometry can be integrated and applied with Fiber Bundle Theory.


- Base Space: the lower-layer structure (Galaxy)

- Fiber: the substructure attached to it (Solar System, planets)

- Projection π: the subordinate relationship

- Connection: rotation, warping, and braiding structure


The new structure ↔ Fiber Bundle:

perfect one-to-one correspondence


- O_G (Galactic Center) = Base Space

- O_S (Sun) = Fiber

- O_E/O_M (Earth/Mars) = sub-fiber

- R_G, R_S = Connection (rotation and warping)


Nested formula:



P = O_G + R_G\bigl(O_S + R_S\,O_{\text{celestial body}}\bigr)



This corresponds to the local trivialization structure of a fiber bundle.


Multi‑origin high‑dimensional geometry can also be well extended into fields such as homology, group theory, and topology.


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Published: 2026/04/16 - Updated: 2026/04/16
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