t
third-order Adams–Bashforth method
Explicit three-step linear numerical method for solving differential equations
Also known as three-step Adams-Bashforth method · AB3
- Instance of
All data
7 statements · 0% with external sources · numbers in brackets are citations
- Follows
- Linear multistep method criterion used: number of steps
- Has characteristic
- number of steps quantity: 3
- order of convergence numeric value: 3 · characteristic of: global error
- Defining formula
y_{n+3} = y_{n+2} + h\left( \frac{23}{12} f(t_{n+2}, y_{n+2}) - \frac{16}{12} f(t_{n+1}, y_{n+1}) + \frac{5}{12}f(t_n, y_n)\right)
- Followed by
- fourth-order Adams–Bashforth method criterion used: number of steps