设(G,G+)是一个拟格序群,Ω是G+的定向可传子集全体,赋以乘积空间{0,1}G+的诱导拓扑.对任意的t∈G+,记Ωt={B∈Ω| t ∈B},令θt为从紧Hausdorff空间Ω到Ωt的同胚映照.任给H∈Ω,记S(H)为Ω的由H所生成的θ不变的闭子集.作者刻划了S(H...设(G,G+)是一个拟格序群,Ω是G+的定向可传子集全体,赋以乘积空间{0,1}G+的诱导拓扑.对任意的t∈G+,记Ωt={B∈Ω| t ∈B},令θt为从紧Hausdorff空间Ω到Ωt的同胚映照.任给H∈Ω,记S(H)为Ω的由H所生成的θ不变的闭子集.作者刻划了S(H)的拓扑结构.展开更多
基金the Special Funds for Major Specialties of Shanghai Education Committee and the Science and Technology Foundation of Shanghai Higher Education (01 D01-3)