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by
Ciro Santilli
(@cirosantilli,
32
)
Eigendecomposition of a real symmetric matrix
The general result from
eigendecomposition of a matrix
:
M
=
Q
D
Q
−
1
(1)
becomes:
M
=
O
D
O
T
(2)
where
O
is an
orthogonal matrix
, and therefore has
O
−
1
=
O
T
.
Ancestors
Eigendecomposition of a matrix
Eigenvalues and eigenvectors
Matrix
Linear algebra
Algebra
Area of mathematics
Mathematics
Index
Incoming links
Sylvester's law of inertia
Synonyms
cirosantilli/the-eigendecomposition-of-a-real-symmetric-matrix-is-done-with-orthogonal-matrices
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