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Perturbations of Moore-Penrose inverse and dual Moore-Penrose generalized inverse
Journal of Applied Mathematics and Computation, 2023Chong Cui, Hongxing Wang, Yimin Wei
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Journal of Applied Mathematics and Computation, 2023
Priti Prasanna Mondal +2 more
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Priti Prasanna Mondal +2 more
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Asian journal of control, 2018
In this paper, two novel neural networks (NNNs), namely NNN‐L and NNN‐R neural models, are proposed to online left and right Moore‐Penrose inversion. As compared to GNN (gradient neural network) and the recently proposed ZNN (Zhang neural network) for ...
Xuanjiao Lv +3 more
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In this paper, two novel neural networks (NNNs), namely NNN‐L and NNN‐R neural models, are proposed to online left and right Moore‐Penrose inversion. As compared to GNN (gradient neural network) and the recently proposed ZNN (Zhang neural network) for ...
Xuanjiao Lv +3 more
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The perturbation of the Moore–Penrose inverse of quaternion tensor via the QT-product
Journal of Applied Mathematics and Computation, 2023Sisi Zuo, Haifeng Ma
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Moore–Penrose Inverse of the Signless Laplacians of Bipartite Graphs
Bulletin of the Iranian Mathematical Society, 2023Abdullah Alazemi +2 more
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THE MOORE-PENROSE INVERSE OF THE RECTANGULAR FIBONACCI MATRIX AND APPLICATIONS TO THE CRYPTOLOGY
Advances and Applications in Discrete Mathematics, 2023Süleyman Aydınyüz, M. Asci
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Singular matrices whose Moore-Penrose inverse is tridiagonal
Applied Mathematics and Computation, 2023María Isabel Bueno Cachadina +1 more
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Moore–Penrose inverse of tensors via Einstein product
, 2016Lizhu Sun +3 more
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