This paper establishes the connection between the two kinds of isometric isomorphism.
概率度量空间理论中有两种等距同构 ,一种是一个概率度量空间等距同构于另一个概率度量空间· 另一种是一个概率度量空间等距同于一个准度量族生成空间· 该文建立了这两种等距同构之间的联系
Moreover, some properties of the representation m when T is an isometric isomorphism are discussed.
进而研究了当T是等距同构时,集函数表示m的一些性质。
In this paper, we prove that the isometrically algebraic isomorphism between two subalgebras of AF algebras with property of double commutant can be extended to an * isomorphism between their enveloping C* algebras.
本文证明了具有二次交换子性质的AF代数中的子代数间的等距代数同构可以扩张成其包络C*代数的*同构。
Some results on the isometries and equivalences of quantum codes are pre- sented,one of which generalizes one of the results of Bogart et al.
研究了量子纠错码的等价性和保距同构,推广了Bogart等人的一些概念,并给出若干基本定理,这些定理对进一步研究量子码的等价性和保距同构是非常有用的。