论文标题
单型特性作为单粒动作的层状的不变性
Monoid Properties as Invariants of Toposes of Monoid Actions
论文作者
论文摘要
我们系统地研究了$ \ mathbf {psh}（m）$的Topos理论属性，包括原子，紧凑，局部，完全连接或凝聚力的属性，对应于$ m $ $ m $。
We systematically investigate, for a monoid $M$, how topos-theoretic properties of $\mathbf{PSh}(M)$, including the properties of being atomic, strongly compact, local, totally connected or cohesive, correspond to semigroup-theoretic properties of $M$.
