Research Article

Least Squares Based Iterative Algorithm for the Coupled Sylvester Matrix Equations

Table 1

The least squares iterative solutions ( = 1.0).

(%)

1 2.41386 5.12921 15.19476 āˆ’3.29213 8.34835 1.59243 4.18906 7.37550 58.29997
2 3.78243 4.89986 8.50024 3.36107 7.11113 1.69190 4.40964 7.01546 8.34339
3 3.76982 4.86436 9.81323 3.24974 8.02454 1.93498 4.94575 6.99503 6.82277
4 3.98646 4.99976 8.94082 3.91276 7.87581 1.98403 4.92193 7.02174 1.09451
5 3.96846 4.97726 9.13074 3.92885 8.00448 1.99063 4.99536 6.99758 0.92202
6 3.99906 5.00066 8.99011 3.98870 7.98094 2.00140 4.99013 7.00441 0.15912
7 3.99573 4.99642 9.02215 3.99419 8.00093 1.99865 4.99957 6.99955 0.14124
8 3.99996 5.00016 8.99824 3.99851 7.99694 2.00071 4.99874 7.00081 0.02497
9 3.99940 4.99943 9.00381 3.99973 8.00018 1.99980 4.99996 6.99992 0.02344
10 4.00000 5.00003 8.99969 3.99980 7.99949 2.00018 4.99983 7.00015 0.00413
11 3.99991 4.99991 9.00066 4.00004 8.00003 1.99997 5.00000 6.99999 0.00405
12 4.00000 5.00001 8.99994 3.99997 7.99991 2.00004 4.99998 7.00003 0.00070
Solution 4.00000 5.00000 9.00000 4.00000 8.00000 2.00000 5.00000 7.00000ā€‰