New explicit high‐order one‐step methods for singular initial value problems
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اسناد مشابه
Optimal order and minimal complexity of one-step methods for initial value problems
We consider the task of numerically approximating the solution of an ordinary differential equation initial value problem. A methodology is given for determining the computational complexity of finding an approximate solution with error not exceeding t . In addition, we determine
Explicit High Order One-Step Methods for Decoupled Forward Backward Stochastic Differential Equations
Rational one-step methods for initial value problems
Non-linear one-step methods for initial value problems
An explicit third-order one-step method for autonomous scalar initial value problems of first order based on quadratic Taylor approximation
A high-order solution to the characteristic initial value problem in hyperbolic partial differential equations