论文标题
一般概率模型中影响不兼容
Incompatibility of effects in general probabilistic models
论文作者
论文摘要
我们为一对效果的不兼容提供了必要的条件，在一般概率模型中，状态空间是总凸空间，可以通过最小化真实参数来获得。这是根据必须包含的最小噪声来使给定对兼容的解释。
We give a necessary and sufficient condition for the incompatibility of a pair of effects in a general probabilistic model in which the state space is a total convex space, which can be obtained by minimising a real parameter. This has an interpretation in terms of the least noise that must be included to make the given pair compatible.
