排序方式: 共有1条查询结果,搜索用时 0 毫秒
1
1.
Let E and F be Banach lattices.It is known that if every continuous linear operator from E into F is regular,then,under some mild assumptions on E or F,either E is lattice isomorphic to an AL-space or F is lattice isomorphic to an AM-space.Here we present a characterization on an AL-space E such that every bounded linear operator from E into a Banach lattice isregular.A counterex.ample is also provided,which shows that the results are unexpected even if the domain is an AL-space or the range space is an AM-space. 相似文献
1