A coefficient matrix is diagonally dominant if ________Note: anb → coefficients of the neighbouring nodesap → coefficient of the central node

Question

TuteeHUB · Accepted Answer

$\frac{\big|a_p \big|}{\big|a_{nb} \big|}$ < 1

TuteeHUB · Answer

$\frac{\big|a_{nb}\big|}{\big|a_p\big|}$< 1

TuteeHUB · Answer

$\frac{\big|a_p \big|}{\sum\big|a_{nb} \big|}$ < 1

TuteeHUB · Answer

$\frac{\sum\big|a_{nb} \big|}{\big|a_p \big|}$ < 1

TuteeHUB · Answer

$\frac{\big|a_p \big|}{\big|a_{nb} \big|}$ < 1

1.	A coefficient matrix is diagonally dominant if ________Note: anb → coefficients of the neighbouring nodesap → coefficient of the central node
A.	\(\frac{\big\|a_{nb}\big\|}{\big\|a_p\big\|}\)< 1
B.	\(\frac{\big\|a_p \big\|}{\sum\big\|a_{nb} \big\|}\) < 1
C.	\(\frac{\sum\big\|a_{nb} \big\|}{\big\|a_p \big\|}\) < 1
D.	\(\frac{\big\|a_p \big\|}{\big\|a_{nb} \big\|}\) < 1
Answer» D. \(\frac{\big\|a_p \big\|}{\big\|a_{nb} \big\|}\) < 1

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