论文标题
持续进化家庭
Continuous evolution families
论文作者
论文摘要
最近，与非共同概率的理论有关，进化家庭的概念$ \ {ω_{s，t} \} _ {s \ le t} $被推广，仅在参数中是连续的，即$ $ $ $（s，s，s，t）\ mapstoω_{s，t} $ contrip contraction contraction contrance contracry contrare contrance and and and and and and and and and and and and and and and and and and and。在本文中，我们向与左右参数有关的持续进化家庭提供了各种等价条件。我们还提供了最后一部分中不连续的进化家庭的示例。
Recently in relation to the theory of non-commutative probability, a notion of evolution families $\{ω_{s,t}\}_{s \le t}$ is generalized that are only continuous in parameters, namely $(s,t) \mapsto ω_{s,t}$ is continuous with respect to locally uniform convergence on a planar domain. In this article we present various equivalence conditions to the continuous evolution families concerned with the left and right parameters. We also provide an example of a discontinuous evolution family in the last section.
