The CholeskyDecomposition type exposes the following members.
Gets the determinant of the decomposed matrix.
Gets the one-dimensional array of diagonal elements in a LDLt decomposition.
Gets the block diagonal matrix of diagonal elements in a LDLt decomposition.
Gets whether the decomposed matrix was positive definite.
Gets a value indicating whether the LDLt factorization has been computed successfully or if it is undefined.
Gets the left (lower) triangular factor L so that A = L * D * L'.
If the matrix is positive-definite, gets the log-determinant of the decomposed matrix.
Gets a value indicating whether the decomposed matrix is non-singular (i.e. invertible).