Stan Math Library
4.9.0
Automatic Differentiation
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Shifts a LDL decomposition.
The algorithm is sometimes called stationary quotients-differences with shifts (stqds). D and D+ are diagonal, L and L+ are lower unit triangular (diagonal elements are 1, all elements except diagonal and subdiagonal are 0). L * D * L^T - shift * I = L+ * D * L+^T. Also calculates element growth of D+: max(abs(D+)).
l | Subdiagonal of L. | |
d | Diagonal of D. | |
shift | Shift. | |
[out] | l_plus | Subdiagonal of L+. |
[out] | d_plus | Diagonal of D+. |