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A classification of CO spaces which are continuous images of compact ordered spaces

机译:CO空间的分类,它们是紧凑有序空间的连续图像

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A topological space X is called a CO space, if every closed subset of X is homeomorphic to some clopen subset of X. Every ordinal with its order topology is a CO space. This work gives a complete classification of CO spaces which are continuous images of
机译:如果X的每个闭合子集与X的某个clopen同形同胚,则拓扑空间X称为CO空间。每个有序拓扑的序数都是CO空间。这项工作对CO空间进行了完整分类,这些空间是

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