一类无穷矩阵代数的乘法序列连续性(英文)

The Sequential Continuity of Multiplication on a Class of Infinite Matrix Algebras

设λ ,μ是两个序列空间并有符号弱滑脊性 ,(λ ,μ)是变换λ进入 μ的无穷矩阵算子所成的无穷矩阵代数 ,本文研究了这类代数的强、Mackey、弱乘法序列连续性问题。

Let λ and μ are sequence spaces and have both the signed_weak gliding hump property,  (λ,μ)  be the algebra of the infinite matrix operators which transform λ into μ, in this paper, we study the strong? Mackey? weak multiplier sequentially continuous problem of infinite matrix algebras (λ,μ).