# Least-squares solutions to the matrix equations AX = B and XC = D

@article{Yuan2010LeastsquaresST, title={Least-squares solutions to the matrix equations AX = B and XC = D}, author={Yongxin Yuan}, journal={Applied Mathematics and Computation}, year={2010}, volume={216}, pages={3120-3125} }

- Published in Applied Mathematics and Computation 2010
DOI:10.1016/j.amc.2010.04.002

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## The Hermitian -(anti-)reflexive solutions of a linear matrix equation

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CITES RESULTS

## On the optimal correction of inconsistent matrix equations AX = B and XC = D with orthogonal constraint

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CITES METHODS

## (Anti-)Hermitian Generalized (Anti-)Hamiltonian Solution to a System of Matrix Equations

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CITES BACKGROUND

#### References

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## Koliha, Positive solutions to the equations AX = C and XB = D for Hilbert space operators

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## The matrix equations AX=B, XC=F with PX=sXP constraint

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