-"""
+r"""
The symmetric positive definite cone `$S^{n}_{++}$` is the cone
consisting of all symmetric positive-definite matrices (as a subset of
$\mathbb{R}^{n \times n}$`. It is the interior of the symmetric positive
The identity matrix is obviously symmetric and positive-definite::
+ sage: set_random_seed()
sage: A = identity_matrix(ZZ, ZZ.random_element(10))
sage: is_symmetric_pd(A)
True
INPUT:
- - ``V`` - The vector space on which the returned matrix will act.
+ - ``V`` -- The vector space on which the returned matrix will act.
OUTPUT: