论文标题
带有无限尺寸反身份代数L（x）/ss（x）的Banach空间
A Banach space with an infinite dimensional reflexive quotient algebra L(X)/SS(X)
论文作者
论文摘要
我们构建了Gowers-Maurey类型的Banach空间X，以使有限运算符的代数L（X）是无限尺寸反射Banach空间的直接总和，并且是严格单数操作员SS（x）的操作员的理想。
We construct a Banach space X of Gowers-Maurey type such that the algebra of bounded operators L(X) is a direct sum of an infinite dimensional reflexive Banach space and the operator ideal of strictly singular operators SS(X).
