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Dirac: magnetic poles and charge quantization

Dirac examined nonintegrable phases in quantum wavefunctions. Permitted magnetic singularities impose a quantization relation between electric charge and magnetic-pole strength.

What is recorded here?

Dirac examined nonintegrable phases in quantum wavefunctions. Permitted magnetic singularities impose a quantization relation between electric charge and magnetic-pole strength. Phase consistency links a topological obstruction with discrete charge. The paper also discusses a new anti-electron interpretation, but this entry centers on the magnetic-pole argument rather than counting every passage as a separate achievement.

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Scientific scope

The argument permits quantized magnetic poles conditionally; it does not establish that monopoles exist, report their detection, or derive the numerical fine-structure constant.

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People and systems

Paul A. M. Dirac

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English catalogue narrative

Dirac: magnetic poles and charge quantization

Dirac examined nonintegrable phases in quantum wavefunctions. Permitted magnetic singularities impose a quantization relation between electric charge and magnetic-pole strength.

Phase consistency links a topological obstruction with discrete charge. The paper also discusses a new anti-electron interpretation, but this entry centers on the magnetic-pole argument rather than counting every passage as a separate achievement.

Scientific scope

The argument permits quantized magnetic poles conditionally; it does not establish that monopoles exist, report their detection, or derive the numerical fine-structure constant.

People and systems

Paul A. M. Dirac

Original sources