Symmetric matrix: Difference between revisions

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== Properties ==
 
One of the basic theorems concerning such matrices is the finite-dimensional [[spectral theorem]], which says that any symmetric matrix whose entries are [[real number|real]] can be diagonalized by an [[orthogonal matrix]]. This is a special case of a [[Hermitian]] matrix]].
 
See also [[skew-symmetric matrix|skew-symmetric]] (or antisymmetric) matrix.