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singular matrix meaning in English

降秩矩阵
降秩阵
奇异矩阵。指没有逆的矩阵。这样的矩阵代表一个变换,把至少沿着一条直线的点退化成一个点。
退化(矩)阵,降秩(矩)
退化矩阵
退化阵

Examples

  1. Non - singular matrix
    满秩矩阵
  2. The condition of state feedback is that b is no - singular matrix . the so - called inner weakly coupled system can not be decoupled directly by employing state feedback
    本文揭示状态反馈可解耦的条件是b ~ *为非奇异矩阵,对于detb ~ * = 0 , detg 0的弱内耦合系统,不能直接用状态反馈解耦。
  3. We propose an algorithm of recovering euclidean reconstruction from projective reconstruction if the camera intrinsic parameters are known . first solving a non - singular matrix which satisfies euclidean reconstruction conditions and then we convert the projective reconstruction to euclidean reconstruction by the matrix
    在摄像机内参数己知的情况下,提出一种从射影重构恢复欧氏重构的算法,先求解一个满足欧氏重构条件的非奇异矩阵,然后通过此矩阵将射影重构变换为欧氏重构。
  4. The author also makes a comparison between lifting scheme and tst and find that lifting produces a complete new multiwavelet and uses no matrix division or singular matrixes and generally produces shorter new masks than the tst algotithm . so we choose lifting as our method to improve the multiwavelet ’ s property
    我们研究了提升和两尺度相似变换,发现通过提升可以构造全新的多小波而且不需要矩阵分解和求逆,产生的掩模通常比tst算法更短,因而选择提升作为改进多小波性质的方法。
  5. The closed - loop transfer function matrix of such a system must be singular and an input controls two outputs in the system , so the closed - loop transfer function should be assumed a singular matrix whose elements are the fist - order inertia components , then the controller is designed . the control algorithm of closed - loop gain shaping is applied to the rudder roll damping system ( rrd )
    考虑到此系统的闭环传递函数阵一定是奇异的,以及具有一个输入控制两个输出的特点,在保证其中一个输出尽量小而另一个输出跟踪输入的前提下,将闭环传递函数阵即补灵敏度函数设为具有一阶惯性的奇异阵,设计出控制器。

Related Words

  1. singular
  2. singular surface
  3. singular conic
  4. singular points
  5. singular hyperplane
  6. singular quadric
  7. singular integral
  8. singular process
  9. singular verb
  10. singular number
  11. singular locus
  12. singular mapping
  13. singular normal distribution
  14. singular noun
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