Fractal and Evolution of Absolute Space

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According to modern physics and mathematical topology theory, absolute space (characterized by non-viscosity, uniform incompressibility, and isotropy) can undergo a topological phase transition to transform into dynamic relative space or spacetime manifolds. This process involves the following key mechanisms:

1. Mathematical Characteristics of Absolute Space‌

In Newtonian mechanics, absolute space is modeled as an ideal fluid with:

2. ‌Trigger Mechanism of Topological Phase Transition‌

When absolute space reaches a critical point of phase transition, its topological structure may undergo the following transformations:

3. ‌Mathematical Implementation Pathways‌

4. ‌Empirical Connections‌

5. Conclusion‌

The transformation of absolute space into relative spacetime through topological phase transition is driven by symmetry changing, energy transitions, and mathematical topological reconstruction.

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