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Modified Alternately Linearized Implicit Iteration Methodsfor Nonsymmetric Coupled Algebraic Riccati Equation
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作者 Li Wang Yi Xiao +1 位作者 Yu-Li Zhu Yi-Bo Wang 《Communications on Applied Mathematics and Computation》 2025年第5期1923-1939,共17页
In this paper,according to the Shamanskii technology,an alternately linearized implicit(ALI)iteration method is proposed to compute the minimal nonnegative solution to the nonsymmetric coupled algebraic Riccati equati... In this paper,according to the Shamanskii technology,an alternately linearized implicit(ALI)iteration method is proposed to compute the minimal nonnegative solution to the nonsymmetric coupled algebraic Riccati equation.Based on the ALI iteration method,we propose two modified alternately linearized implicit(MALI)iteration methods with double parameters.Further,we prove the monotone convergence of these iteration methods.Numerical examples demonstrate the effectiveness of the presented iteration methods. 展开更多
关键词 Nonsymmetric coupled algebraic Riccati equation Shamanskii technology Alternately linearized iteration(ALI)method Monotone convergence
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