Improved initial approximation for errors-in-variables system identification
Errors-in-variables system identification can be posed and solved as a Hankel structured low-rank approximation problem. In this paper different estimates based on suboptimal low-rank approximations are considered.
Usevich, Konstantin
core
Evaluation of Dielectric Endurance of Nano-Additive Reinforced Polyester Composites via Hankel-RPCA Decomposition. [PDF]
Polymers (Basel)Pınarbaşı M, Atalar F, Ersoy A.
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Delayformer: Spatiotemporal Transformation for Predicting High-Dimensional Dynamics. [PDF]
Adv Sci (Weinh)Wang Z, Tao P, Chen L.
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Permanental ideals of Hankel matrices
, 2008 We provide the Gröbner basis and the primary decomposition of the ideals generated by 2 × 2 permanents of Hankel matrices.
Elena Grieco +2 more
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Underwater 2D acoustic sensitivity analysis of permanent magnet synchronous motors. [PDF]
Sci ProgLi X, Lei G, Wang B, Zhang J, Li P.
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On rank estimation in semidefinite matrices [PDF]
This work concerns the problem of rank estimation in semidefinite matrices, having either indefinite or semidefinite matrix estimator satisfying a typical asymptotic normality condition.
Stephen G. Donald +2 more
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Linearizing and Forecasting: A Reservoir Computing Route to Digital Twins of the Brain. [PDF]
Adv Sci (Weinh)Di Antonio G +3 more
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On the Norms of Hankel Matrices With the Motzkin Numbers
, 2007 We give bounds for the p norm of the Hadamard inverse of Hankel matrices with Motzkin numbers.Furthermore, we determine an upper bound for the Hadamard product of these matrices.
Yalçıner, Aynur, Taşkara, Necati
openaire +2 more sources
Kernel-DMD for multiome data integration and control. [PDF]
PLoS Comput BiolPierides I +3 more
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Fast and ultra-high shot diffusion MRI image reconstruction with self-adaptive Hankel subspace. [PDF]
Med Image AnalQian C +16 more
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