摘要
本文利用实Hausdorff局部凸空间在拓扑半域R~△上的可赋范性,讨论这种空间中的一类迭代序列的强、弱收敛的条件。
By using of normability of real Hausdorff locally convex spaces over a topolog i-cal semifield R(?) to discuss strong and weak convergence of a class of seguences of iterates in the spaces.
关键词
局部凸空间
迭代序列
收敛性
locally convex space
strong convergence
weak convergence
