A New Algorithm for Computing a Single Root of a Real Continuous Function,” IEEE Transactions on Circuits and Systems 26 (1979), 979–980¶
Ridders, C. F. J. (1979). A New Algorithm for Computing a Single Root of a Real Continuous Function,” *IEEE Transactions on Circuits and Systems* 26 (1979), 979–980. IEEE Transactions on Circuits and Systems.
Cited by¶
1 citation across 1 artifact.
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Domain-specific¶
- Ridders' Method
- Claims about quadratic local convergence are therefore scoped to sufficiently smooth simple-root behavior, and practical floating-point effects are kept separate from exact-arithmetic bracket geometry.
This sourceOriginal paper attribution; full text was not accessible in this authoring pass.
- Claims about quadratic local convergence are therefore scoped to sufficiently smooth simple-root behavior, and practical floating-point effects are kept separate from exact-arithmetic bracket geometry.
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