A square matrix is diagonally dominant if
Answers
Answered by
0
if the sum of left diagonal elements is greater than or equal to sum of non diagonal elements in that matrix.
For example:
| 19 1 1|
| 3 5 5|
| 6 2 4|
Here sum of left f=diagonal element is 19+5+4 i.e. 28 which is greater than non diagonal elements, (1+1+5+3+6+2) i.e. 18
Hence this matrix is diagonally dominant
For example:
| 19 1 1|
| 3 5 5|
| 6 2 4|
Here sum of left f=diagonal element is 19+5+4 i.e. 28 which is greater than non diagonal elements, (1+1+5+3+6+2) i.e. 18
Hence this matrix is diagonally dominant
Similar questions