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Doubling Approach for Determining the Solution of Riccati-Type Equations Utilizing Matrix Continued Fractions.

机译：利用矩阵连续分数确定Riccati型方程解的加倍方法。

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作者
Repperger, D. W.;
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年度 1982
页码 1-13
总页数 13
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Riccati equation; Algorithms; Matrices(Mathematics); Convergence; Reprints;

机译：Riccati方程;算法;矩阵（数学）;收敛;重印;

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1. Convergence analysis of structure-preserving doubling algorithms for Riccati-type matrix equations [J] . Lin WW, Xu SF SIAM Journal on Matrix Analysis and Applications . 2006,第1期

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2. Non-autonomous Riccati-type matrix differential equations: existence interval, construction of continuous numerical solutions and error bounds [J] . Lucas Jodar, Enrique Ponsoda IMA Journal of Numerical Analysis . 1995,第1期

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3. L~p-Solutions of riccati-type differential equations and asymptotics of third order linear differential equations [J] . Figueroa P., Pinto M. Dynamics of continuous, discrete & impulsive systems, Series A. Mathematical analysis . 2010,第4期

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6. A Solution of the Linear Matrix Equation by Double Multiplication [O] . Frank Lauren Hitchcock 1922

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7. Convergence analysis of structure-preserving doubling algorithms for Riccati-type matrix equations [O] . Wen-wei Lin, Shu-fang Xu 2014

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8. Doubling Approach for Determining the Solution of Riccati-Type Equations Utilizing Matrix Continued Fractions [R] . Repperger, D. W. 1982

机译：利用矩阵连续分数确定Riccati型方程解的加倍方法

Doubling Approach for Determining the Solution of Riccati-Type Equations Utilizing Matrix Continued Fractions.

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