Noun
In matrix algebra, the process of converting a square matrix into a diagonal matrix, usually to find the eigenvalues of the matrix.
Usage- Countable
- Uncountable
An argument used in proof by contradiction by constructing a supposedly exhaustive list of all members of a class, and then subsequently constructing a new member which differs from each existing member in at least one place and therefore cannot belong to the list.
Usage- Countable
- Uncountable
Noun
changing a square matrix to diagonal form (with all non-zero elements on the principal diagonal)
- Synonyms
- Broader terms
- Examples
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the diagonalization of a normal matrix by a unitary transformation