八元数

bā yuán shù
  • biquaternion
八元数八元数
八元数[bā yuán shù]
  1. 引进八元数,用以表示Maxwell方程组,并导出其对称变换和推广形式。

    The eight - element number is introduced in this paper , it is used to express Maxwell Equations and it 's symmetry transformations , then extend Maxwell Equations to three new forms .

  2. 八元数神经网络模型:256色图像的识别

    The Cayley Neural Network Model : To Recognize 256-Level Color Patterns

  3. 基于八元数的立体摄像机外部参数定标方法

    Calibration of Stereo Camera External Parameters Using Dual Quaternion

  4. 八元数是一种不结合代数,关于它的结合运算性质知之甚少。

    Octonion algebra is a non_associative algebra , and only a few associative calculating properties are known .

  5. 既然如此,究竟为什么我们要关心八元数呢?这是因为,对理论物理学的一些问题,它是一个非常重要的工具。

    So why bother with octonions at all ? It 's because , for some problems in theoretical physics , they are an invaluable tool .