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Cubic Hermite Spline Interpolation by ATUL CHAUHAN is a document available to read on EtoBox.
This document summarizes a lecture on cubic Hermite spline interpolation. It discusses how cubic Hermite splines can be used to approximate a function over intervals by solving a polynomial interpolation problem in each subinterval. The error is bounded based on the fourth derivative of the function over each subinterval. Cubic splines are also discussed and compared to cubic Hermite splines. Cubic splines provide slightly more accuracy for the same computational cost but are less local than cubic Hermite s
- Author
- ATUL CHAUHAN
- Language
- EN