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A New Method for the Bisymmetric Minimum Norm Solution of the Consistent Matrix EquationsA1XB1=C1,A2XB2=C2

机译：一致矩阵方程的双对称最小规范解1xB1 = C1的新方法，A2xB2 = C2

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Aijing Liu; Guoliang Chen; Xiangyun Zhang;
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年度 2013
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1. A New Method for the Bisymmetric Minimum Norm Solution of the Consistent Matrix EquationsA1XB1=C1,A2XB2=C2 [J] . AijingLiu, GuoliangChen, XiangyunZhang Journal of applied mathematics . 2013,第1期

机译：一致矩阵方程双对称最小范数解的新方法A1XB1 = C1，A2XB2 = C2
2. A new method for the bisymmetric minimum norm solution of the consistent matrix equations A1 XB1 = C1, A 2XB2= C2 [J] . Liu A., Chen G., Zhang X. Journal of applied mathematics . 2013,第Pta1期

机译：一致矩阵方程A1 XB1 = C1，A 2XB2 = C2的双对称最小范数解的新方法
3. Iterative orthogonal direction methods for Hermitian minimum norm solutions of two consistent matrix equations [J] . Deng YB, Bai ZZ, Gao YH Numerical linear algebra with applications . 2006,第10期

机译：两个一致矩阵方程的Hermitian最小范数解的迭代正交方向方法
4. An Iterative Method for the Least Squares Anti-bisymmetric Solution of the Matrix Equation AX = B [C] . Lin Li, Xiu-jiu Yuan, Hong Liu Sino-foreign-interchange workshop on intelligent science and intelligent data engineering . 2012

机译：矩阵方程AX = B的最小二乘反双对称解的迭代方法
5. Minimum norm mutual coupling compensation with applications in Matrix Pencil direction of arrival estimation. [D] . Lau, Chun Kit Edwin. 2003

机译：最小范数互耦合补偿，以及在Matrix Pencil到达方向估计中的应用。
6. Regularized gradient-projection methods for finding the minimum-norm solution of the constrained convex minimization problem [O] . Ming Tian, Hui-Fang Zhang -1

机译：寻找约束凸最小化问题最小范数解的正则梯度投影方法
7. A pair of simultaneous linear matrix equations A1XB1 = C1, A2XB2 = C2 and a matrix programming problem [O] . Mitra Sujit Kumar 1990

机译：一对联立线性矩阵方程A1XB1 = C1，A2XB2 = C2和矩阵编程问题

A New Method for the Bisymmetric Minimum Norm Solution of the Consistent Matrix EquationsA1XB1=C1,A2XB2=C2

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