PaperParallel algorithms for initial value problems: Parallel shooting
References (11)
- et al.
The Numerical solution of Nonlinear Problems
(1981) - et al.
Elementary Numerical Analysis, an Algorithmic Approach
(1981) Stability and error bounds in the numerical integration of ordinary differential equations
Trans. Roy. Inst. Tech. Stockholm
(1959)A special stability problems for linear multistep methods
BIT
(1963)Stability questions for some numerical methods for ordinary differential equations
There are more references available in the full text version of this article.
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