5-step Adams-Moulton

Absolute stability region — Stable region in red.

Coefficients

$\begin{align} y_{n + 5} - y_{n + 4} = \frac{95}{288}h f(y_{n + 5}) + \frac{1427}{1440}h f(y_{n + 4}) - \frac{133}{240}h f(y_{n + 3}) + \frac{241}{720}h f(y_{n + 2}) - \frac{173}{1440}h f(y_{n + 1}) + \frac{3}{160}h f(y_{n})\end{align}$

Properties

Order of accuracy: $6$
Stage order: 6
Radius of absolute monotonicity: $0$
$A(\alpha)$ -stability angle: 0
Zero-stable: True