Stiffness and Nonstiff Differential Equation Solvers, II: Detecting Stiffness with Runge-Kutta Methods
Author:
Affiliation:
1. Numerical Mathematics Division 5122, Sandia Laboratories, Albuquerque, NM
Publisher
Association for Computing Machinery (ACM)
Subject
Applied Mathematics,Software
Reference9 articles.
1. Comparing numerical methods for ordinary differential equations./SIAM J;HULL T.E.;Numer. Anal.,1972
2. KROGH F.T. On testing a subroutine for the numerical integration of ordinary differential equations. J. ACM ~0 4 (Oct. 1973) 545-562. 10.1145/321784.321786 KROGH F.T. On testing a subroutine for the numerical integration of ordinary differential equations. J. ACM ~0 4 (Oct. 1973) 545-562. 10.1145/321784.321786
3. Stiffness and Non-Stiff Differential Equation Solvers
4. SHAMPIN~ L.F. Limiting precision in differential equation solvers. Math. Comput. $8 (1974) 141-144. SHAMPIN~ L.F. Limiting precision in differential equation solvers. Math. Comput. $8 (1974) 141-144.
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