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{%type%} Definitions

WordNet 3.0Copyright Princeton University
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adj. - Capable of being transformed into a matrix that runs from corner to corner.

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Usage examples (8)
  • If the elements of the matrices are "disconnected", so that we can isolate certain sub-matrices sub-square, or sub-rectangles, in mathematical language, it is...
  • Chapter 10: Spectral variation of diagonalizable matrices;
  • For technical reasons, the matrix A must be diagonalizable.
  • This constitutes a very nice way to get a diagonalizable mass matrix from the see-saw mechanism.
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