一类无穷矩阵代数的右乘序列连续性

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

λ、μ是具有符号弱滑脊性的序列空间,(λ,μ)是λ到μ的无穷矩阵代数.阐述并论证了此类代数的右乘强、M ackey、弱连续性及等价条件.

Let λ and μ be sequence space and have both the signed-weak gliding hump property, （λ ,μ） be the algebra of the infinite matrix operators which transform λ to μ. In this paper, the strong , Mackey, weak right multiplier sequentially continuous problem of infinite matrix algebras （λ ,μ） are studied.