在局部凸空间中s-乘数有界集

s- multiplier Bounded Sets in the Locally Convex Space

在局部凸空间中讨论了点列｛ｘｉ｝∞ｉ＝１Ｘ的ｓ－乘数有界集及ｓ－乘数有界性关于各种可允许极拓扑的不变范围．

In this paper, we discussed s- multiplier bounded sets of {x i} ∞ i=1 X in the locally convex space,and invariable extent with respect to various admissible polar topology.