has characteristic
Runge-Kutta based method
deterministic system behaviour
progression with fixed time step
implicit method type
Butcher-Kuntzmann method
2011-05-10
http://identifiers.org/doi/10.1002/zamm.19660460519
urn:issn:1088-6842(e)
AZ
From a theoretical point of view, the Butcher-Kuntzmann Runge-Kutta methods belong to the best step-by-step methods for nonstiff problems. These methods integrate first-order initial-value problems by means of formulas based on Gauss-Legendre quadrature, and combine excellent stability features with the property of superconvergence at the step points.
Gauss method
symplecticness
ordinary differential equation problem