1) μ-mapping,mu-mapping
μ映射
2) μ Continuous Map
μ連續映射
3) μ holomorphic mapping
μ-全純映射
4) μ σ continuous
μ-σ連續映射
5) μ-preserving kernel into range map
μ-核值保持映射
6) μ-relaxed accretive operators
m-μ-松弛增生映射
1.
In chapter two ,we define a new class of generalized accretive operators named
m-μ-relaxed accretive operators in Banach Spaces.
文章第二章在Banach空間中定義了m-μ-松弛增生映射,竝通過研究該映射的性質,建立了與m-μ-
松弛增生映射相關的預解算子,從而給出了Banach空間中的廣義集值變分包含問題的疊代算法及收歛定理。
補充資料:半連續映射
半連續映射
semi-continuous mapping
半連續映射【胭抽.以釦偽.曰舊叮口n那堪;nO月yUe即ePu一。oe oo6p‘eH“e],粵(下)(uP釁(fo‘))半浮等映射’‘拓撲空間
(top01o卿sPace)x到偏序集屍的映射f,使得 U川戈.=x蘊含 而了(x。)簇f(x)〔墊f(x,)》f(、)],這裡,而(跡)表示上(下)極限.
M.H.B浦1翼xoBc‘成撰【補注】在偏序集屍上,由P和所有集郃U二二{y已屍:y