![]() Rencently, I have finished my course Numerical Analysis, so I'd like to implement many algorithm that I have learned from that course.By this practice, I hope that I can improve my programming skill and understand the knowledge of numerical analysis deeply.įirstly,I implement the bisection to search the root of nonlinear equation My trial shrinkIntervalĬomparing this version with the former does not teach anything on numerical analysis but it teaches a bit on the Wolfram language. In mathematics, the bisection method is a root-finding method that applies to any continuous functions for which one knows two values with opposite signs. Last time, we talked about the bisection method an algorithm that can always converge at a root for a continuous function, given the proper boundaries and that a root exists.
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