| 1. | This is the only consistent explicit Runge Kutta method with one stage.
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| 2. | It follows that explicit Runge Kutta methods cannot be A-stable.
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| 3. | Any Runge-Kutta method is uniquely identified by its Butcher tableau.
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| 4. | Runge-Kutta methods having this property are called A-stable.
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| 5. | This leads to the family of Runge Kutta methods, named after Martin Kutta.
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| 6. | The stability function of implicit Runge Kutta methods is often analyzed using order stars.
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| 7. | See also List of Runge Kutta methods.
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| 8. | In general, this is done by numerical methods, such as Runge Kutta methods.
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| 9. | It uses the Runge-Kutta method.
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| 10. | Perhaps a time-marching scheme as simple as the Runge Kutta Method would work here.
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