Comparison matrix
In linear algebra, let A = (aij) be a n × n complex matrix. The comparison matrix M(A) = (αij) of complex matrix A is defined as α i j = { − | a i j | if i ≠ j , | a i j | if i = j .
In linear algebra, let A = (aij) be a n × n complex matrix. The comparison matrix M(A) = (αij) of complex matrix A is defined as α i j = { − | a i j | if i ≠ j , | a i j | if i = j .
In linear algebra, let A = (aij) be a n × n complex matrix. The comparison matrix M(A) = (αij) of complex matrix A is defined as α i j = { − | a i j | if i ≠ j , | a i j | if i = j .
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