bounded operator meaning in English
有界算符, 有界操作符
有界算子
Examples
- Compact power bounded operator
紧幂有界算子 - In this paper , the orthomorphisms on the archimedean riesz space r " with the usual coordinatewise ordering are characterized . also , the direct sum decomposition of an order bounded operator with respect to the orthomorphisms is obtained
本文首先刻画了n维欧氏空间r ~ n按通常的偏序做成的阿基米德riesz空间上正交射的特征，以此可对r ~ n上序有界算子作关于正交射的直和分解。 - Then the relation of regular operators , bounded operators and linear operators on banach lattices are given , that is lr ( e , f ) lb ( e , f ) l ( e , f ) ; order dual , operator dual and algebra dual are related , i . e . e " c e * c e #
然后给出banach格空问上正则算子，有界算子和线性算子的关系： lve ； f ） of 。 ef ） clp ， f ） ；给出了序对偶，算子对偶和代数对偶的关系： e ’ ce ” ce个然后引入赋值映射人证明了j是保格运算的格同态 - The results that are quoted in this paper are classical conclusions . on the basis of the results . this paper discusses the invertibility of operators . ci operators and generalizes . some results about spectral theory of bounded operators and properties of mbekhta subspaces in terms of mbekhta subspaces
本文中引用的结论大都是此方面的经典结论。在此基础上，本文作者运用mbekhta子空间讨论了有界线性算予的可逆性， ci算子的判定。 - Two important subspaces introduced by m . mbekhta in 1987 [ 4 ] . ( they are usually called mbekhta subspaces . ) in the following years , mbekhta subspaces have been widely used in spectral theory of bounded operators and compact operators , the single - valued extension property ( svep ) of bounded operators , and so on
Mbekhta再[ 4 ]中定义了两个著名的子空间： (我们通常称它们为mbekhta子空间)随后几年，人们将mbekhta子空间广泛地应用于有界线性算子、紧算子的谱理论，有界线性算子的单值扩张性质( svep ) ，等等。