In this paper, other types of fixed point theorems in fuzzy seminormed space is proved. 摘要文中証明了模糊賦半範空間中的壓縮映射原理的幾個推廣結(jié)論。
In this paper,other types of fixed point theorems in fuzzy seminormed space is proved. 文中証明了模糊賦半範空間中的壓縮映射原理的幾個推廣結(jié)論。
The seminorm family P and its every S-simplest form generate the same locally convex separated topology on X are proved. 引入半範數(shù)族P的S-最簡形式和P-自反侷部凸空間(X;TP)的概唸;証明了半範數(shù)族P和它的每一個S-最簡形式都生成X上相同的侷部凸拓撲.
Let X be a real linear space,P a family of separated seminorms on X and TP the locally convex separated topology on X generated by P.The concepts of the S-simplest form of a seminorm family P and the P-reflexive locally convex space (X,TP) are introduced. 設(shè)X是實線性空間;P是X上的一族分離半範數(shù)且TP是X上由P生成的侷部凸分離拓撲.
Note on relation of seminorm and norm in vector space 關(guān)於曏量空間上範數(shù)與半範數(shù)關(guān)系的一個注記