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Submission of homework 2 #1
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…barycentric_formula)
mrcinv
reviewed
Sep 4, 2023
| Returns: | ||
| max_error: the maximum error | ||
| """ | ||
| function compute_max_error(f, a, b, n) |
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This method could be more efficient. One suggestion would be to use use trisection to find maximal error between nodes. This would lead to lower number of computations for small number of nodes and better estimation for larger number of nodes.
| --- | ||
| Here are the results of the interpolation for the three equations for the nodes 1 ,3 the number so that the error is less than 1e-6: | ||
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| 1. e^(-x^2) |
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I would comment about the results you presented. What are sufficient number of nodes for the exemples and why they are different?
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This is my solution for Interpolation using the barycentric formula.