modal matrix in a sentence
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- The matrix M in this case is called a generalized modal matrix for A.
- Where M is a generalized modal matrix for A, the columns of M are a canonical basis for A, and AM = MJ.
- If A is diagonalizable, we have D = M ^ {-1 } AM, where M is a modal matrix for A.
- Specifically the modal matrix M for the matrix A is the " n " ?" n " matrix formed with the eigenvectors of A as columns in M.
- On the other hand, if A is not diagonalizable, we choose M to be a generalized modal matrix for A, such that J = M ^ {-1 } AM is the Jordan normal form of A.
- Every " n " ?" n " matrix A is similar to a matrix J in Jordan normal form, obtained through the similarity transformation J = M ^ {-1 } AM, where M is a generalized modal matrix for A.
- It's difficult to see modal matrix in a sentence .
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