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The Mathematical Intelligencer, 1996
Some of the classical matrix groups are most conceptually defined as groups of quaternionic matrices. But, the quaternions not being commutative, it is not clear how to define the determinant of a quaternionic matrix. Over the years, many mathematicians have given different definitions. In this paper the author discuss some of these.
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Some of the classical matrix groups are most conceptually defined as groups of quaternionic matrices. But, the quaternions not being commutative, it is not clear how to define the determinant of a quaternionic matrix. Over the years, many mathematicians have given different definitions. In this paper the author discuss some of these.
openaire +1 more source
Quaternion Convolutional Neural Networks for Hyperspectral Image Classification
Engineering Applications of Artificial Intelligence, 2023Chunlei Zhang, Qiaoyu Ma
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Quaternion Higher-Order Singular Value Decomposition and Its Applications in Color Image Processing
Information Fusion, 2023Jifei Miao, Kit Ian Kou
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A Survey of Quaternion Neural Networks
Artificial Intelligence Review, 2020Georges Linares +2 more
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Structure Preserving Quaternion Generalized Minimal Residual Method
SIAM Journal on Matrix Analysis and Applications, 2021Michael Ng, Zhigang Jia
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Color Image Recovery Using Low-Rank Quaternion Matrix Completion Algorithm
IEEE Transactions on Image Processing, 2022Jifei Miao, Kit Ian Kou
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Low-Rank Quaternion Tensor Completion for Recovering Color Videos and Images
Pattern Recognition, 2020Jifei Miao, Kit Ian Kou
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Spacecraft Attitude Determination and Control: Quaternion Based Method
Annual Reviews in Control, 2012Yaguang Yang
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