CRI迭代法求解复连续Sylvester方程
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[1] R.A.Horn,C.R.Johnson,Matrix Analysis,Cambridge University Press,Cambridge,1985.
[2] B.Zhou,J.Lam,G.-R.Duan,Convergence of gradient- based iterative solution of the coupled Markovian jump Lyapuniov equations,Computers and Mathematics with Applications 56(12) (2008)3070-3078.
[3] A.-G.Wu,G.Feng,G.-R.Duan,W.-Q.Liu,Iterative solutions to the Kalman-Yakubovich-conjugate matrix equation, Applied Mathematics and Computation217(9)(2011)4427-4438.
[4] Z.-Z.Bai,On Hermitian and skew-Hermitian splitting iteration methods for continuous Sylvester equations,J.Comput. Math.29 (2011) 185-198.12
[5] Z.-Z.Bai,G.H.Golub,M.K.Ng,Hermitian and skew- Hermitian splitting methods for non-Hermitian positive definite linear systems,SIAM J.Matrix Anal.Appl.24 (2003) 603-626.
[6] G.H.Golub,S.G.Nash,C.F.V.Loan,A Hessenberg-schur method for the problem AX + XB = C,IEEE Trans.Autom.Control 24 (1979) 909-913.
[7] D.-M.Zhou,G.-L.Chen,Q.-Y.Cai,On modified HSS iteration methods for continuous Sylvester equations,Comput.Math. Appl 325 (2017)188-197.
[8] Y.-X.Dong,C.-Q.Gu,On PMHSS iteration methods for continuous Sylvester equations,J.Comput.Math.5 (2017) 600-619.
[9] T.Wang,Q.-Q.Zheng,L.-Z.Lu,A new iteration method for a class of complex symmetric linear systems,J.Comput.Appl. Math.325 (2017) 188-197.
DOI: http://dx.doi.org/10.18686/gdjy.v4i3.41768
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