标题: A Minimal Arc-Geometric Reconstruction of Single-Electron Double-Slit Interference: From the R = DA Constraint to de Broglie Wavelength and Projection Density [打印本页] 作者: Arcman 时间: 2026-5-19 21:26 标题: A Minimal Arc-Geometric Reconstruction of Single-Electron Double-Slit Interference: From the R = DA Constraint to de Broglie Wavelength and Projection Density 新预印本发布于 Zenodo：
A Minimal Arc-Geometric Reconstruction of Single-Electron Double-Slit Interference: From the R = DA Constraint to de Broglie Wavelength and Projection Density
A Minimal Arc-Geometric Reconstruction of Single-Electron Double-Slit Interference: From the R = DA Constraint to de Broglie Wavelength and Projection Density
This paper presents a minimal arc-geometric reconstruction of single-electron double-slit interference within the framework of Arc Theory. Starting from the constraint R = DA, together with phase closure and action quantization, it reconstructs the de Broglie relation lambdaA = h/p and the double-slit condition d sin(theta) = m lambdaA.
The work does not aim to reject the empirical success of standard quantum mechanics. Rather, it explores whether the Born density may be interpreted as the observable projection density of an underlying high-dimensional arc trajectory. The paper also introduces a quantitative formulation of topological friction, self-decoherence, and measurement-induced arc localization.
Geometry need not shout. It only needs to close.
英文预印本已发布于 Zenodo：
A Minimal Arc-Geometric Reconstruction of Single-Electron Double-Slit Interference