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20232025
most citedThe neural network models with delays for solving absolute value equations

1 citations · 2 across the 5 of their papers we have counts for

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5 papers

math.NA2025

A fixed-time stable dynamical model for solving EVLCPs

Yufei Wei, Shiping Lin, Cairong Chen +2

A fixed-time stable dynamical system for solving the extended vertical linear complementarity problem (EVLCP) is developed. The system is based on the reformulation of EVLCP as a s…

math.NA2025★ 1 cited

An inverse-free fixed-time stable dynamical system and its forward-Euler discretization for solving generalized absolute value equations

Xuehua Li, Linjie Chen, Dongmei Yu +2

An inverse-free dynamical system is proposed to solve the generalized absolute value equation (GAVE) with a fixed time convergence, where the time of convergence is finite and is u…

math.NA2024

SOR-like iteration and FPI are consistent when they are equipped with certain optimal iterative parameters

Jiayu Liu, Tingting Luo, Cairong Chen +1

Two common methods for solving absolute value equations (AVE) are SOR-like iteration method and fixed point iteration (FPI) method. In this paper, novel convergence analysis, which…

math.NA2023

A generalization of the relaxation-based matrix splitting iterative method for solving the system of generalized absolute value equations

Xuehua Li, Cairong Chen, Deren Han

By incorporating a new matrix splitting and the momentum acceleration into the relaxed-based matrix splitting (RMS) method \cite{soso2023}, a generalization of the RMS (GRMS) itera…

math.DS2023★ 1 cited

The neural network models with delays for solving absolute value equations

Dongmei Yu, Gehao Zhang, Cairong Chen +1

An inverse-free neural network model with mixed delays is proposed for solving the absolute value equation (AVE) , which includes an inverse-free neural network mod…