关于Conway-Kochen孪生论证的注记

Conway-Kochen and the Finite Precision Loophole

Recently Cator & Landsman made a comparison between Bell's Theorem and Conway & Kochen's Strong Free Will Theorem. Their overall conclusion was that the latter is stronger in that it uses fewer assumptions, but also that it has two shortcomings. Firstly, no experimental test of the Conway-Kochen Theorem has been performed thus far, and, secondly, because the Conway-Kochen Theorem is strongly connected to the Kochen-Specker Theorem it may be susceptible to the finite precision loophole of Meyer, Kent and Clifton. In this paper I show that the finite precision loophole does not apply to the Conw…

康韦和科钦的《你一点也不能克隆！"

On Conway and Kochen's "Thou shalt not clone one bit!"

一个物理学家对为什么你不应该克隆一点的解释给出了一个更强有力的康威和科亨定理的版本。

论阿德勒的“康威-科亨孪生论证”

On Adler's "Conway-Kochen Twin Argument"

我们回应斯蒂芬·阿德勒对我们的论文“自由意志定理”的评论，并添加一些进一步的观察。

Conway-Kochen论证和相对论性GRW模型

The Conway-Kochen argument and relativistic GRW models

在最近的一篇论文中，Conway和Kochen提出了现在被称为“自由意志定理”的理论，其中包括证明GRW模型与狭义相对论相结合的不可能性，即，自发波函数坍缩的相对论不变模型。由于他们的论点基本上相当于任何旨在再现量子关联的理论的非定域性证明，并且由于很长一段时间以来都很清楚，任何相对论坍缩模型都必须以某种方式是非定域的，因此我们讨论了为什么康威和科亨定理不影响制定相对论GRW模型的程序。

Constraints on determinism: Bell versus Conway-Kochen

Bell's Theorem from 1964 and the (Strong) Free Will Theorem of Conway and Kochen from 2009 both exclude deterministic hidden variable theories (or, in modern parlance, `ontological models') that are compatible with some small fragment of quantum mechanics, admit `free' settings of the archetypal Alice & Bob experiment, and satisfy a locality condition called Parameter Independence. We clarify the relationship between these theorems by giving reformulations of both that exactly pinpoint their resemblance and their differences. Our reformulation imposes determinism in what we see as the only con…

“自由意志定理”述评

Comment on "The Free Will Theorem"

在最近的一篇论文[quant-ph/0604079]中，Conway和Kochen声称已经建立了GRW类型的理论，即，自发的波函数坍缩，不能成为相对论性的。另一方面，相对论GRW型理论已经在我最近的论文[quant-ph/0406094]和Dowker和Henson [J. Statist. 115：1327（2004），quant-ph/0209051]。在这里，我阐明为什么这些不排除的论点康威和Kochen。