Hermitian conjugate
- Hermitian conjugate的基本解释
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厄米共轭
- 更多网络例句与Hermitian conjugate相关的网络例句 [注：此内容来源于网络，仅供参考]
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Unlike the previous method, however, the proposed algorithm obtains the new transformed matrix by taking the conjugate operation to the forward and backward spatial smoothing covariance matrix of the received data, so that the modified covariance differencing matrix which is a Hermitian matrix of zero real part can lower the computation load effectively during the eigenvalue decomposition.
不同于以前的算法，提出的算法通过对接收数据的前后向空间平滑协方差矩阵进行共轭运算得到新的变换矩阵，因此修正后的协方差差分矩阵是个实部为零的厄米特矩阵，从而有效地降低了特征分解过程的计算量。
- 更多网络解释与Hermitian conjugate相关的网络解释 [注：此内容来源于网络，仅供参考]
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Hermitian conjugate operator：厄米共轭算符
厄米共轭矩阵 Hermitian conjugate matrix | 厄米共轭算符 Hermitian conjugate operator | 自伴矩阵;厄米矩阵 hermitian matrix
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hermitian conjugate：埃尔米特共轭阵
hermitian bilinear functional 埃尔米特双线性泛函 | hermitian conjugate 埃尔米特共轭阵 | hermitian form 埃尔米特形式
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Hermitian conjugate matrix：厄米共轭矩阵
厄米正交多项式 hermite orthogonal polynomial | 厄米共轭矩阵 Hermitian conjugate matrix | 厄米共轭算符 Hermitian conjugate operator
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Hermitian conjugate operator：共轭算子
Hermite-Gauss modes ==> 厄密-高斯波型 | Hermitian conjugate operator ==> 共轭算子 | Hermitian form ==> 厄密型,艾米型