linear vector space

基本解释

Let F(V) be the space of all finite rank linear transformations on a vector space V over a field F.
令V是域F上的向量空间，F（V）是作用于V上的所有有限秩线性变换构成的向量空间。
The problem of the existence of a cone subdifferential for the cone convex set valued maps in the locally convex, linear and topological vector space is discussed.
在局部凸线性拓扑向量空间讨论了一种锥凸集值映射的锥次微分的存在性问题，证明了几个锥次微分的存在定理。
In multi_dimensional linear vector space, values of data field can be calculated, differentiated, analyzed and the angle function also can be formulated in the space.
在多维向量空间中可以对数据场量进行度量、分解和构造向量角度函数。
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