indexp,nstart,nincr,nend,cstart,cincr,cend:
1 600 600 600 4 44 204
1matrix of class d,with parameters n= 600 c= 4
0the number of non-zero elements in the original matrix is equal to: 2455
subs after y12mae: 5.95
0the largest error is: 1.12e-03
0the largest number of elements in a: 3334
0the number of collections in row list 0
0the number of collections in column list 0
0the largest element in original matrix 1.00e+03
0the largest element in lu-matrix 5.02e+03
0the growth factor is: 5.02e+00
0the minimal pivotal element 1.00e+00
0the drop tolerance: 1.00e-12, the stability factor: 1.60e+01
0the error diagnostic parameter = 0
1matrix of class d,with parameters n= 600 c= 48
0the number of non-zero elements in the original matrix is equal to: 2455
subs after y12mae: 18.72
0the largest error is: 2.08e-03
0the largest number of elements in a: 6381
0the number of collections in row list 0
0the number of collections in column list 0
0the largest element in original matrix 1.00e+03
0the largest element in lu-matrix 1.01e+05
0the growth factor is: 1.01e+02
0the minimal pivotal element 1.00e+00
0the drop tolerance: 1.00e-12, the stability factor: 1.60e+01
0the error diagnostic parameter = 0
1matrix of class d,with parameters n= 600 c= 92
0the number of non-zero elements in the original matrix is equal to: 2455
subs after y12mae: 17.07
0the largest error is: 3.53e-04
0the largest number of elements in a: 6071
0the number of collections in row list 0
0the number of collections in column list 0
0the largest element in original matrix 1.00e+03
0the largest element in lu-matrix 9.36e+03
0the growth factor is: 9.36e+00
0the minimal pivotal element 3.78e-01
0the drop tolerance: 1.00e-12, the stability factor: 1.60e+01
0the error diagnostic parameter = 0
1matrix of class d,with parameters n= 600 c= 136
0the number of non-zero elements in the original matrix is equal to: 2455
subs after y12mae: 19.02
0the largest error is: 6.70e-04
0the largest number of elements in a: 6261
0the number of collections in row list 0
0the number of collections in column list 0
0the largest element in original matrix 1.00e+03
0the largest element in lu-matrix 5.74e+03
0the growth factor is: 5.74e+00
0the minimal pivotal element 6.29e-01
0the drop tolerance: 1.00e-12, the stability factor: 1.60e+01
0the error diagnostic parameter = 0
1matrix of class d,with parameters n= 600 c= 180
0the number of non-zero elements in the original matrix is equal to: 2455
subs after y12mae: 17.23
0the largest error is: 8.59e-04
0the largest number of elements in a: 5843
0the number of collections in row list 0
0the number of collections in column list 0
0the largest element in original matrix 1.00e+03
0the largest element in lu-matrix 1.06e+05
0the growth factor is: 1.06e+02
0the minimal pivotal element 6.29e-01
0the drop tolerance: 1.00e-12, the stability factor: 1.60e+01
0the error diagnostic parameter = 0