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A NEW ALGORITHM FOR COMPLEX NON ORTHOGONAL JOINT DIAGONALIZATION BASED ON SHEAR AND GIVENS ROTATIONS

机译：一种基于剪切和GIVENs旋转的复正非正交联合对角算法

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Mesloub Ammar; Karim Abed-meraim; Adel Belouchrani;
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年度 2016
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1. A New Algorithm for Complex Non-Orthogonal Joint Diagonalization Based on Shear and Givens Rotations [J] . IEEE Transactions on Signal Processing . 2014,第8期

机译：基于剪切和给定旋转的复杂非正交联合对角线化新算法
2. LU-based Jacobi-like algorithms for non-orthogonal joint diagonalization [J] . Cheng Guanghui, Li Shanman, Miao Jifei, Computers & mathematics with applications . 2018,第1期

机译：非正交关节对角化的基于LU的Jacobi类算法
3. Non-orthogonal joint diagonalization algorithm based on hybrid trust region method and its application to blind source separation [J] . Tiao Jun Zeng, Quan Yuan Feng Neurocomputing . 2014,第JUNa10期

机译：基于混合信任域方法的非正交联合对角化算法及其在盲源分离中的应用
4. Complex non-orthogonal joint diagonalization with successive givens and hyperbolic rotations [C] . Gong, Xiao-Feng IEEE International Conference on Acoustics, Speech and Signal Processing;ICASSP . 2012

机译：具有连续给定和双曲旋转的复杂非正交联合对角化
5. Gradient flow-based matrix joint diagonalization for independent component analysis. [D] . Afsari, Bijan. 2004

机译：基于梯度流的矩阵联合对角线化，用于独立成分分析。
6. Low-Complexity Joint Range and Doppler FMCW Radar Algorithm Based on Number of Targets [O] . Bong-seok Kim, Sangdong Kim, Youngseok Jin, 2020

机译：基于目标数量的低复杂度联合测距和多普勒FMCW雷达算法
7. A New Algorithm for Complex Non Orthogonal Joint Diagonalization Based on Shear and Givens Rotations [O] . Mesloub, Ammar, Abed-Meraim, Karim, Belouchrani, Adel 2014

机译：基于剪切和给定旋转的复杂非正交联合对角线化新算法

A NEW ALGORITHM FOR COMPLEX NON ORTHOGONAL JOINT DIAGONALIZATION BASED ON SHEAR AND GIVENS ROTATIONS

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