1. In this paper, transformation of astigmatic Hermite cosh Gaussian beams through an optical symmetrizing system is studied.
研究了用于厄米高斯光束对称化的光学系统对像散厄米双曲余弦高斯光束的变换。
2. By using the second order moments method and generalized Huygens Fresnel diffraction integral, the optical system used for symmetrizing Hermite Gaussian beams with real argument is applied to study the transformation of astigmatic Hermite Gaussian beams with complex argument.
使用二阶矩和广义惠更斯菲涅尔衍射积分方法研究了用于实宗量厄米高斯光束对称化的光学系统对复宗量厄米高斯光束的变换。
3. Symmetrizing operators on mixed cartesian and tensor product spaces and corresponding mixed matrix functions on partitioned matrices are introduced. Some relation formulae on them are given.
引入了卡氏和张量混合积空间上的对称化算子和相应的分块矩阵上的混合矩阵函数，给出了关于它们的若干关系式。
4. Transformation of astigmatic Hermite-Gaussian beams with complex argument by an optical symmetrizing system
对称化光学系统对像散复宗量厄米-高斯光束的变换
symmetrizing的解释
5. Transformation of Hermite-cosh-Gaussian beams through an optical symmetrizing system
厄米-双曲余弦-高斯光束通过对称化光学系统的变换
6. Mixed matrix functions induced by symmetrizing operators
对称化算子诱导的混合矩阵函数