90 A Physical Intuition Framework: Geometric Fundamentals Governing Quantum Phenomena  

Bosley Zhang
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2026/04/23
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2 mins read


A Physical Intuition Framework: Geometric Fundamentals Governing Quantum Phenomena

 

This text does not seek to replace or negate the computational systems and experimental findings of established quantum mechanics, nor does it claim to have achieved rigorous mathematical modeling or empirical derivation. It only presents a self-consistent, debatable core framework of physical intuition that extends the geometric tradition in physics.

 

The macroscopic world is described by general relativity, which attributes gravity to the geometric curvature of spacetime. The microscopic world is governed by quantum mechanics, exhibiting discrete behaviors that contradict classical intuitions of spacetime. For a century, the mainstream in academia has persistently pursued the quantization of gravity, attempting to align macroscopic rules with microscopic ones, yet has failed to establish a truly consistent unified framework.

 

Here, I propose an inverse and symmetric line of reasoning:

 

The seemingly anomalous quantum behaviors in the microscopic world are not necessarily inherent, non-geometric rules unique to the microcosm.

Instead, all quantum phenomena may also originate from the geometric curvature of fields and spacetime—they simply appear drastically different from macroscopic observations due to occurring at the extreme Planck scale and temporal resolution.

 

Within this intuitive framework:

Quantum tunneling, discrete energy levels, the uncertainty principle, wavefunction evolution, and all other microscopic features are not regarded as inexplicable quantum anomalies, but merely as macroscopic observational appearances caused by extreme geometric distortions, local topological connections, and high-density curvature of field structures at extremely small scales.

 

General relativity is not a theory exclusive to the macrocosm, but the universal geometric language underlying all things.

Quantum mechanics is not the ultimate fundamental truth, but only an effective approximation of deep geometric dynamics under human coarse-grained observation.

 

This text adheres to three boundaries:

 

1. It does not deny any experimental facts, and respects the century of empirical achievements of quantum mechanics.

2. It does not overstep into mathematical conclusions, and at this stage retains only physical intuition and conceptual imagery.

3. It does not claim subversion, but only offers in-depth thinking and an alternative perspective in line with the geometric tradition in physics.

 

The core belief is condensed into one statement:

All things converge into unity, and unity lies in curvature.

Quantum phenomena are appearances; geometry is the foundation.


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