关于强拓扑对偶多重Hilbert空间上连续线性算子的（C_0，1）－发展系

(C_0,1)-Development Systems of Continuous Linear-operators on Strongly Dual Spacesof Multi-Hilbert Space

本文证明：若强对偶多重Ｈｉｌｂｅｒｔ空间上的（Ｃ＿０，１）－半群族的无穷小生成算子族是г－稳定的，则该半群族生成г－稳定的发展系．基于此，本文还得出了关于（Ｃ＿０，１）－发展系的一个摄动定理．

It is proved that the development system generated by a family of(C_0,1)-semigroupsis г-stable if the family of gnerators of these(C_0,1)-semigroups is also г-stable, where these(C_0 ,1)-semigroups are defined on a fixed strongly dual space of some multi-Hilbert space. Usingthis result we also get a perturbation theorem of the(C_0,1)-development system.