| 释义 |
linear operator
释义
线性算子：一个算子L，使得对于函数f和g和标量λ，L(f+g)=Lf+Lg和Lλf=λLf。
例句
1·Naught space properties of compact linear operator in normed space;
证明了模糊赋范空间上有界线性算子的一个保范延拓定理。
2·For doubling measure, the boundedness of the sub-linear operator plays an important role in many problems.
在双倍测度下，次线性算子有界性问题的研究起到非常重要的作用。
3·And this definition is very important for us to study the topological inner inverse for a linear operator in a topological Spaces.
该定义对研究拓扑空间中线性算子的拓扑内逆具有重要意义。
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