1) flick matrix
翻跟头矩阵
2) turn somersault
翻个跟头
3) Track matrix
跟踪矩阵
4) matrix turning
矩阵翻转
1.
The paper utilizes the matrix turning to realize that using the principle of one by one revision of two sides to obtain the best Hamilton Circle.
利用矩阵翻转实现二边逐次修正法求最佳哈密尔顿圈(H圈)。
5) fan-mian Matrix
翻面矩阵
6) flip matrix
翻转矩阵
1.
Some properties on centrosymmetric matrices are investigated by means of the definition of matrices mentioned above and flip matrix.
利用中心对称矩阵定义及翻转矩阵Vn等技巧,给出中心对称矩阵的一些性质和O≠X∈Cn与VnX同为中心对称矩阵对应于同一特征值的特征向量等结论。
2.
Some properties on persymmetric positive definite matrix and the result that difference between persymmetric part of a matrix and its inversion is semipersymmetric are investigated by means of pertransposition conjugation of matrix and flip matrix.
利用矩阵的次转置共轭和翻转矩阵等技巧,给出关于斜正定矩阵的一些性质,给出矩阵的斜对称部分与其逆之差是斜半正定的结论。
补充资料：跟头
（人、物等）失去平衡而摔倒或向下弯曲而翻转的动作：栽～ㄧ翻～。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条