对角线矩阵的英文
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"对角线矩阵"怎么读用"对角线矩阵"造句
英文翻译手机版
- diagonal matrix
- "对角线"英文翻译 diagonal; diagonal line; sla ...
- "矩阵"英文翻译 matrix; array
- "两对角线矩阵" 英文翻译 : bidiagonal matrix
- "三对角线矩阵" 英文翻译 : tridiagonal matrix; triple diagonal matrix
- "准对角线矩阵" 英文翻译 : quasi-diagonal matrix
- "矩阵对角线" 英文翻译 : diagonal of a matrix
- "矩阵的对角线化" 英文翻译 : matrix diagonalization
- "矩阵的主对角线" 英文翻译 : principal diagonal line of matrix
- "三对角线距阵, 三对角矩阵" 英文翻译 : tri-diagonal matrix
- "对角线" 英文翻译 : [数学] diagonal; diagonal line; [建筑] slanting stitch (斜缝); arriswise (成对角线方向砌砖)
- "对角线;对角线的" 英文翻译 : diagonal
- "导线矩阵" 英文翻译 : matrix of wires
- "光线矩阵法" 英文翻译 : ray-matrix method
- "总线矩阵交换" 英文翻译 : bus matrix switch; switch bus matrix; switch, bus matrix
- "【数学】次对角线。" 英文翻译 : secondary diagonal
- "半对角线" 英文翻译 : semi diagonal
- "长对角线" 英文翻译 : macro diagonal
- "成对角线的" 英文翻译 : catercorner || adv
- "次对角线" 英文翻译 : minor diagonal; secondary diagonal
- "打对角线球" 英文翻译 : cross court shot
- "对角线层析" 英文翻译 : diagonal electrophoresis
- "对角线尺度" 英文翻译 : diagonal scale
- "对角线簇" 英文翻译 : diagonal variety
- "对角线的" 英文翻译 : cater cornered; diagonal diagonal
- "对角线地" 英文翻译 : cornerwise
例句与用法
- This can be extended to nxn tridiagonal matrix with l, u bidiagonal .
把它推广到nxn三对角线矩阵使具有两对角线的矩阵L、U。 - This can be extended to nxn tridiagonal matrix with l , u bidiagonal
把它推广到nxn三对角线矩阵使具有两对角线的矩阵l 、 u 。 - And in the second part , we consider the following four inverse eigenproblems : the reconstruction of normal five - diagonal matrix by two or three ordered eigenvalues and corresponding eigenvectors , and the reconstruction of real symmetric tridiagonal matrix and irreducible real symmetric tridiagonal matrix by three eigenvalues and corresponding eigenvectors , some sufficient conditions for existence of unique solution to the problems are given here , and some necessary and sufficient conditions for the existence of both unique solution and solution ( not unique ) to the latter are also given
第二个部分则讨论四类矩阵逆特征值问题:在考虑给定的两个或三个特征值次序的情况下构造唯一的规范五对角线矩阵:由三个给定的特征值和相应特征向量来构造唯一的实对称三对角线矩阵和不可约实对称三对角线矩阵。文章中给出了前者有唯一解的充分条件以及后者有唯一解和有解(不唯一)的充要条件,并且分别给出了其中唯一解的表达方式。
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