利用严格分离向量和严格分离泛函研究了算子空间上的对角映射的值域的遗传自反性。
In this paper we have studied the hereditary reflexivity for the ranges of diagonal mappings on operator Spaces using strictly separating vectors or strictly separating functionals.
并通过从测量误差向量中分离出主修正向量后的残余误差向量方法提高修正效率。
The modification efficiency is improved by getting the residual error vector of the major modification vector separated from the measured error vector.
从依据计算结果画出的全流场速度向量图能清楚地观察到流动的分离现象。
The flow separation phenomena can be clearly observed from the computed velocity vector field.
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