Search Results - "Gradient-based iterative algorithm"

Two‐stage auxiliary model gradient‐based iterative algorithm for the input nonlinear controlled autoregressive system with variable‐gain nonlinearity by Fan, Yamin, Liu, Ximei

“…‐based iterative algorithm is proposed by utilizing the iterative identification theory…”
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Data Filtering-Based Maximum Likelihood Gradient-Based Iterative Algorithm for Input Nonlinear Box–Jenkins Systems with Saturation Nonlinearity by Fan, Yamin, Liu, Ximei, Li, Meihang

“…Saturation nonlinearity exists widely in various practical control systems. Modeling and parameter estimation of systems with saturation nonlinearity are of…”
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Gradient-based iterative algorithm for a class of the coupled matrix equations related to control systems by Ding, Feng, Zhang, Huamin

“…By constructing an objective function and using the gradient search, a gradient-based iteration is established for solving the coupled matrix equations AiXBi =…”
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Detecting Asteroids in TESS Full-frame Images Using a Gradient-based Iterative Algorithm by Zhang, Peilin, Luo, Rui, Chen, Man

“… Based on this observation, we propose a gradient-based iterative algorithm to detect asteroids…”
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Auxiliary Model Maximum Likelihood Moving‐Data‐Window Generalized Extended Gradient‐Based Iterative Algorithm for Multivariable Autoregressive Output‐Error Autoregressive Moving‐Average Systems by Zhang, Qian, Liu, Ximei

“…‐window generalized extended gradient‐based iterative algorithm. These two proposed algorithms produce more accurate parameter estimates than the existing…”
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A modified gradient‐based iterative algorithm for solving the complex conjugate and transpose matrix equations by Long, Yanping, Cui, Jingjing, Huang, Zhengge, Wu, Xiaowen

“…In this paper, we first develop the modified gradient‐based iterative (MGI) method for the complex conjugate and transpose matrix equations…”
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The relaxed gradient based iterative algorithm for solving matrix equations AiXBi=Fi by Sheng, Xingping, Sun, Weiwei

“…In this paper, we first present a relaxed gradient based iterative (RGI) algorithm for solving matrix equations A1XB1=F1 and A2XB2=F2. The idea is from (Niu…”
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Gradient based iterative algorithm for solving coupled matrix equations by Zhou, Bin, Duan, Guang-Ren, Li, Zhao-Yan

“…This paper is concerned with iterative methods for solving a class of coupled matrix equations including the well-known coupled Markovian jump Lyapunov matrix…”
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Cyclic gradient based iterative algorithm for a class of generalized coupled Sylvester-conjugate matrix equations by Wang, Wenli, Qu, Gangrong, Song, Caiqin

“…This paper focuses on the numerical solution of a class of generalized coupled Sylvester-conjugate matrix equations, which are general and contain many…”
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Adaptive Gradient-Based Iterative Algorithm for Multivariable Controlled Autoregressive Moving Average Systems Using the Data Filtering Technique by Ding, Wenfang, Jiang, Xiao, Ma, Hao, Pan, Jian, Ding, Feng

“…The identification problem of multivariable controlled autoregressive systems with measurement noise in the form of the moving average process is considered in…”
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Conjugate gradient-based iterative algorithm for solving generalized periodic coupled Sylvester matrix equations by Chen, Zebin, Chen, Xuesong

“…This paper focuses on constructing a conjugate gradient-based (CGB) method to solve the generalized periodic coupled Sylvester matrix equations in complex…”
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Moving data window gradient‐based iterative algorithm of combined parameter and state estimation for bilinear systems by Liu, Siyu, Ding, Feng, Hayat, Tasawar

“…Summary The combined iterative parameter and state estimation problem is considered for bilinear state‐space systems with moving average noise in this paper…”
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The accelerated gradient based iterative algorithm for solving a class of generalized Sylvester-transpose matrix equation by Xie, Ya-Jun, Ma, Chang-Feng

“…In this paper, we present an accelerated gradient based algorithm by minimizing certain criterion quadratic function for solving the generalized…”
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Extended Gradient-based Iterative Algorithm for Bilinear State-space Systems with Moving Average Noises by Using the Filtering Technique by Liu, Siyu, Zhang, Yanliang, Xu, Ling, Ding, Feng, Alsaedi, Ahmed, Hayat, Tasawar

“…This paper develops a filtering-based iterative algorithm for the combined parameter and state estimation problems of bilinear state-space systems, taking…”
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A Fast Gradient-Based Iterative Algorithm for Undersampled Phase Retrieval by Li, Qiang, Huang, Lei, Liu, Wei, Sun, Weize, Zhang, Peichang

“…This letter develops a fast iterative shrinkage-thresholding algorithm, which can efficiently tackle the issue in undersampled phase retrieval. First, using…”
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New proof of the gradient-based iterative algorithm for a complex conjugate and transpose matrix equation by Zhang, Huamin, Yin, Hongcai

“…By using the hierarchical identification principle, the gradient-based iterative algorithm is suggested for solving a complex conjugate and transpose matrix equation…”
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The relaxed gradient based iterative algorithm for solving the generalized coupled complex conjugate and transpose Sylvester matrix equations by Long, Yanping, Cui, Jingjing, Huang, Zhengge, Wu, Xiaowen

“…Inspired by the idea of Ma et al. (Journal of the Franklin Institute, 2018), we adopt relaxation technique and introduce relaxation factors into the gradient…”
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Two-stage gradient-based iterative algorithm for bilinear stochastic systems over the moving data window by Liu, Siyu, Xie, Li, Xu, Ling, Ding, Feng, Alsaedi, Ahmed, Hayat, Tasawar

“…For the bilinear stochastic system, the difficulty of identification lies in the product of the state vector and input in the system. This paper studies the…”
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Improved modified gradient-based iterative algorithm and its relaxed version for the complex conjugate and transpose Sylvester matrix equations by Huang, Zhengge, Cui, Jingjing

“…In this article, we present two new algorithms referred to as the improved modified gradient-based iterative (IMGI) algorithm and its relaxed version (IMRGI)…”
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New proof of the gradient-based iterative algorithm for the Sylvester conjugate matrix equation by Zhang, Huamin, Yin, Hongcai

“…By applying the hierarchical identification principle, the gradient-based iterative algorithm is suggested for solving the Sylvester conjugate matrix equation…”
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