1) complemented asymptotically isometric copies
可补渐近等距的翻版
2) complemented asymptotically isometric copy
可补的渐进等距copy
3) almost asymptotically isometric
殆渐近等距
1.
This paper gives ergodic retraction theorem for almost asymptotically isometric orbits of asymptotically nonexpansive type semigroups in a real reflexive Banach space with a Frechet differentiable norm.
在具Frechet可微范数的实自反Banach空间中,给出渐近非扩张型半群的殆渐近等距的殆轨道的遍历压缩定理,即设C是具(F)可微范数的实自反Banach空间X的有界凸闭子集,G是右可逆拓扑半群,S是C上(Γ)类渐近非扩张型半群,若D有不变平均,则存在唯一的非扩张压缩
4) almost isometric copy
几乎等距翻版
1.
There are a lot of classical results that a Banach space contains almost isometric copy of c_0(l_1 or l_∞).
在巴拿赫空间中,有包含c0(l1或l∞)的几乎等距翻版的许多经典结果。
5) asymptotically isometry
渐近等距算子
6) sub-asymptotically isometric to co (l1) sequence
次渐近等距序列
补充资料：翻版
①翻印的版本。②比喻照搬、照抄或生硬模仿的行为。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条