Definition

diagonalization

noun
  1. The process of transforming a square matrix into a diagonal matrix, typically by finding eigenvalues and eigenvectors.
  2. Usage: mathematics; linear algebra

Examples

  • The diagonalization of the matrix simplified the calculation of its powers.
  • In linear algebra, diagonalization is a key technique for solving systems of differential equations.
  • The professor explained how diagonalization reveals the eigenvalues of a transformation.
  • Not every matrix admits diagonalization over the real numbers.
  • Diagonalization makes it easier to compute matrix exponentials.

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