This method provides a way to investigate the onto isometries of other space of operators or operators algebras 此法为以后研究其他算子空间或算子代数的等距离提供了一条新的途径。
In chapter 7 we study the two - dimensional case of jordan triple mappings on standard operator algebras in banach spaces 在第七章我们主要研究了2维情形下的标准算子代数上的jordantriple映射。
The study of periodic solution a nonautonomous stage - structured system with time delay and cannibalism two kinds of additive maps on operator algebras 具有时滞和自食的阶段结构的合作系统的周期解的研究
In chapter 1 , we introduce some terminology and notation , and summarize the back - ground and the main contents of this paper . in chapter 2 . we discuss the order homomorphisms and preannihilators of reflexive modules over reflexive operator algebras 设a是hilbert空间h上的自反算子代数, u是任一自反a -模,用u _表示u在迹类算子空间t ( h )中的预零化子。
We give some conditions under which mappings are derivations on operator algebras in chapter 2 and 3 . generalized jordan derivations and generalized jordan triple derivations on prime rings and standard operator algebras are introduced and studied in chapter 4 在第四章我们给出了广义jordan导子和广义jordantriple导子的定义,研究了素环和标准算子代数上的广义jordan导子和广义jordantriple导子。
In functional analysis, an operator algebra is an algebra of continuous linear operators on a topological vector space with the multiplication given by the composition of mappings. Although it is usually classified as a branch of functional analysis, it has direct applications to representation theory, differential geometry, quantum statistical mechanics and quantum field theory.