Editing Openai/6897769e-4ee4-800f-aba5-69cca34f701c (section)

=== • Showing how a surface quantization produces exactly the electron charge e (currently e is a measured quantum; deriving it from geometry is deep). ===
• Deriving the Planck constant h/2πh/2\pih/2π from boundary phase conditions and showing that it matches the same constant that appears in action quantization across systems.
• Showing that ε0\varepsilon_0ε0 (vacuum permittivity) is not an independent input but can be produced by geometry or by field embedding — many derivations treat ε₀ as a material constant of the vacuum, so deriving it geometrically is hard.
• Avoiding circular arguments: if you insert Planck's constant or e or c as inputs, you're not deriving α — you're restating it.

But these challenges are not impossible: other historical theories (like Kaluza–Klein or geometric EM proposals) show how to relate constants to geometry — it’s just a high bar to match precision.