在模拟双路实验中显现的量子干涉同步特性

本论文基于Mach-Zehnder双路干涉模型，利用变值测量在局部交互作用条件下，通过穷举可能的N元0-1向量的所有状态。利用对称/反对称，同步/异步的模式分别形成多元概率模式信号下的8种不同统计直方图。模拟的系列结果能够满足Feynman对经典双缝实验建立的两类判据：双路粒子概率分布可加特性和双路波动干涉统计分布效应。

详细论述请参阅原文（全文在网络上可免费下载） ：

Journal of Computations & Modelling, vol.1, no.1, 2011, 73-90
ISSN: 1792-7625 (print), 1792-8850 (online)
International Scientific Press, 2011    
http://www.scienpress.com/upload/JCM/Vol%201_1_6.pdf

Synchronous Properties in Quantum Interferences -- Appearing in Simulated Double Path Experiments

Abstract:  Double slit experiments play a key role in Quantum Theory in distinct particle and wave interactions according to Feynman. In this paper, double path models
together with variant logic principles are applied to establish a simulation system
enabling the exhaustive testing of given targets. Using Einstein quanta interaction,
different quaternion measures are investigated. Under conditions of Symmetry /
Anti-symmetry and Synchronous / Asynchronous interaction, eight groups of
statistical results are generated and presented as eight histograms showing the
distributions. From this set of simulation results, it can be seen that not only is the synchronous condition the key factor in generating quantum wave interference
patterns but also that the asynchronous condition is the key factor in classical
particle distributions. Sample results are illustrated and explanations are discussed.