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- Algorithm
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- Update:
- 2012-11-26
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Description: lagrange algorithm experimental subject: Lagrange interpolation polynomial-related knowledge: through n+1 the number of nodes n of not more than the Lagrange interpolation polynomial as follows: one, Lagrange interpolation basis function, k = 0,1, ..., n. In addition, the added C language drawn graphics are as follows 1. Screen coordinate system coordinates of the origin of the upper-left corner of the screen, x-axis level of the right, y-axis vertically downward. 2. Mapping function commonly used Newton algorithm
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lagrange.rar
newton.rar
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