Numerical Analysis
By J. Faires. 1981
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- Z. Z. Ganji
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Citations in the corpus
- Symplectic analytically integrable decomposition algorithms: classification, derivation, and application to molecular dynamics, quantum and celestial mechanics simulations (2003, result): “This is contrary to traditional predictor-corrector and Runge–Kutta schemes [19,20], where the errors in energy conservation increase linearly with increasing the time of the integration [15,21–24].”
- Model-reduced gradient-based history matching (2011, methodology): “Commonly, to solve the nonlinear system of flow equations the iterative Newton-Raphson method is used (Burden and Faires (2001)).”