论文标题
局部相空间随机量化？
A local phase space stochastic quantization?
论文作者
论文摘要
我检查了尼尔森的随机配方是否可以通过相对的噪声平滑来从相位空间过程中得出。如果这种猜想是正确的，它将产生局部随机的隐藏变量理论。我讨论这不一定与贝尔类型定理相矛盾，因为当地一般随机理论可以违反当地因果关系假设。我还讨论了对场的量化的概括，并推测了噪声的重力起源。
I examine whether Nelson's stochastic formulation of Schrödinger equation could be derived from a phase space process through a colored noise smoothing. If this conjecture is true, it would yield a local stochastic hidden variable theory. I discuss how this does not necessarily contradict Bell type theorems as general local stochastic theories can violate local causality assumptions. I also discuss the generalization to quantization of fields and speculate about the gravitational origins of noise.
