Algorithms for finding inverse of two patterned matrices over \(\mathbb{Z}_p\)
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Publication:1725108
DOI10.1155/2014/840435zbMath1474.94067OpenAlexW2113477837WikidataQ59041952 ScholiaQ59041952MaRDI QIDQ1725108
Publication date: 14 February 2019
Published in: Abstract and Applied Analysis (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1155/2014/840435
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Cites Work
- About non-monotony in Boolean automata networks
- Storing cycles in Hopfield-type networks with pseudoinverse learning rule: admissibility and network topology
- Quantum wire network with magnetic flux
- Which weighted circulant networks have perfect state transfer?
- Regular representations of semisimple algebras, separable field extensions, group characters, generalized circulants, and generalized cyclic codes
- A parallel routing algorithm on circulant networks employing the Hamiltonian circuit Latin square
- Inversion of circulant matrices over $\mathbf{Z}_m$
- Quantised recursive filtering for a class of nonlinear systems with multiplicative noises and missing measurements
- Dissipative control for state-saturated discrete time-varying systems with randomly occurring nonlinearities and missing measurements
- 6-Periodic travelling waves in an artificial neural network with bang–bang control
- Symmetric functional differential equations and neural networks with memory
- On the design of discrete-time cellular neural networks with circulant matrices
- Interior Symmetries and Multiple Eigenvalues for Homogeneous Networks
- Hopf Bifurcations and Limit Cycles in Evolutionary Network Dynamics
- Finite-Horizon $H_{\infty} $ Filtering With Missing Measurements and Quantization Effects
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