2-step Adams-Bashforth
Explicit 2-step method of order 2
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Stable region in red.
Coefficients
\begin{align} y_{n + 2} - y_{n + 1} = \frac{3}{2}h f(y_{n + 1}) - \frac{1}{2}h f(y_{n})\end{align}
Properties
Order of accuracy
: $2$
Stage order
: 2
Radius of absolute monotonicity
: $0$
$A(\alpha)$-stability angle: 0
Zero-stable: True