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Computation of the Analytic Center of the Solution Set of the Linear Matrix Inequality Arising in Continuous- and Discrete-Time Passivity Analysis

机译：连续和离散时间经过性分析中出现的线性矩阵不等式解决方案集的分析中心

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Daniel Bankmann; Volker Mehrmann; Yurii Nesterov; Paul Van Dooren;
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1. Optimal H_∞ model reduction via linear matrix inequalities: continuous- and discrete-time cases [J] . Karolos M. Grigoriadis Systems and Control Letters . 1995,第5期

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2. Stability analysis of discrete-time systems in a state-space realisation with state saturation nonlinearities: linear matrix inequality approach [J] . V. Singh IEE Proceedings. Part D, Control Theory and Applications . 2005,第1期

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3. Stability analysis of discrete-time systems in a state-space realisation with state saturation nonlinearities: linear matrix inequality approach [J] . V. Singh IEE Proceedings. Part D, Control Theory and Applications . 2005,第1期

机译：具有状态饱和非线性的状态空间实现中离散时间系统的稳定性分析：线性矩阵不等式方法
4. Solution of Nonlinear Equations by Continuous- and Discrete-time Zhang Dynamics and More Importantly Their Links to Newton Iteration [C] . Yunong Zhang, Peng Xu, Ning Tan International Conference on Information, Communications and Signal Processing . 2009

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5. Effective computation of the analytic center of the solution set in linear programming using primal-dual interior-point methods. [D] . Gonzalez-Lima, Maria D. 1995

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6. Simple form of a projection set in hybrid iterative schemes for non-linear mappings application of inequalities and computational experiments [O] . Li Wei, Ravi P. Agarwal -1

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7. Computing Weighted Analytic Center for Linear Matrix Inequalities Using Infeasible Newton’s Method [O] . Shafiu Jibrin 2015

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Computation of the Analytic Center of the Solution Set of the Linear Matrix Inequality Arising in Continuous- and Discrete-Time Passivity Analysis

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