An iterative algorithm for periodic sylvester matrix equations

Author:

Lv Lingling, ,Zhang Zhe,Zhang Lei,Wang Weishu,

Publisher

American Institute of Mathematical Sciences (AIMS)

Subject

Applied Mathematics,Control and Optimization,Strategy and Management,Business and International Management,Applied Mathematics,Control and Optimization,Strategy and Management,Business and International Management

Reference28 articles.

1. Low-rank iterative methods for periodic projected Lyapunov equations and their application in model reduction of periodic descriptor systems,;P. Benner;Springer Seminars in Immunopathology,2014

2. Structure Preserving Iterative Solution of Periodic Projected Lyapunov Equations,;P. Benner;Mathematical Modelling,2012

3. Model reduction of periodic descriptor systems using balanced truncation,;P. Benner;Lecture Notes in Electrical Engineering,2010

4. On the Sylvester-like matrix equation $AX + f(X)B = C$,;C. Y. Chiang;Journal of the Franklin Institute,2016

5. Analysis of an iterative algorithm to solve the generalized coupled Sylvester matrix equations,;M. Dehghan;Applied Mathematical Modelling,2011

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